tag:blogger.com,1999:blog-22361844516239695442024-03-27T02:36:32.156-04:00LES GRANDS LABOURSLes grands labours dorment sous la gelée(*) de l'indifférence et de la démission.
Et cette gelée est péril mortel pour le Québec.
Le temps est venu de réchauffer la terre par notre labeur pour que fondent les obstacles.
Le temps est venu d'entreprendre ces grands travaux d'appropriation de notre territoire et de notre avenir.
(*) Félix LeclercJean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.comBlogger239125tag:blogger.com,1999:blog-2236184451623969544.post-50261582763325721362024-03-04T22:28:00.126-05:002024-03-10T16:54:23.115-04:00UN NOUVEAU TYPE D’ÉOLIENNE<h1 class="western" style="margin-top: 0cm;">
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<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;">
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<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.28cm;">
<span style="color: #134f5c;"><b>Jean-Luc DION, </b>ingénieur et professeur retraité<br /></span>
<span style="color: #134f5c; font-size: small;"><b>Université
du Québec à Trois-Rivières</b></span><b><br />
<span style="font-size: x-small;">Juin -
octobre 2023</span></b></p>
<ol><li><p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;">
<span style="font-size: medium;"><b>Une interrogation…</b></span></p></li></ol>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-family: inherit; font-size: small;"><b><span style="font-weight: normal;">Quand,
depuis plus de 20 ans, je regarde l’évolution des éoliennes </span></b>ou
aérogénérateurs, je m’interroge comme ingénieur sur la
fonctionnalité et le rendement de ces appareils gigantesques qui ont
parfois<b><span style="font-weight: normal;"> des rotors ou
hélices ayant près de 150 mètres de diamètre, et dont les </span></b><b><span style="font-size: small;">trois</span></b><b><span style="font-weight: normal;">
pales sont d’une finesse remarquable (figure 1). Leur coût de
fabrication est énorme, et de plus, elles sont bruyantes et
dégradent le paysage. On peut penser qu’il y a là une situation
au moins très paradoxale au plan de l’efficacité énergétique
considérant cette configuration…</span></b></span></p>
<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.28cm;"><img alt="" height="379" 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" width="452" />
</p>
<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;">
<span style="font-size: small;"><b>Figure 1 - Les nouvelles
éoliennes.</b></span></p>
<ol start="2"><li><p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;">
<span style="font-size: medium;"><b>Une expérience
virtuelle</b></span></p></li></ol>
<table cellpadding="7" cellspacing="0" style="width: 623px;">
<colgroup><col width="392"></col>
<col width="203"></col>
</colgroup><tbody><tr valign="top">
<td style="border: medium; padding: 0cm;" width="392"><p align="justify" lang="fr-FR" style="orphans: 2; text-indent: 0.75cm; widows: 2;">
<span style="font-family: inherit; font-size: small;"><b><span style="font-weight: normal;">Imaginons
une hélice jouet avec des pales fines, communément appelée
vire-vent au Québec, qui tourne </span></b><b>librement</b><b><span style="font-weight: normal;">
autour d’un axe, tel qu’illustré dans la figure 2, face au
vent de vitesse </span></b><b><i><span style="font-weight: normal;">v</span></i></b><b><span style="font-weight: normal;">.
On sait que l’hélice commence à tourner dès que le vent
souffle et que la vitesse augmente proportionnellement à la
vitesse du vent et peut devenir très grande qui dépend de
l’inclinaison des pales et leur profil. On sait aussi qu’en
appliquant un freinage croissant à la rotation de l’axe pour
une vitesse </span></b><b><i><span style="font-weight: normal;">v</span></i></b><b><span style="font-weight: normal;">,
l’hélice tournera de moins en moins vite et cessera de tourner
pour une certaine valeur du freinage qui augmente avec la vitesse
du vent. Et, bien sûr, les forces en jeu augmentent avec le
diamètre de l’hélice.</span></b></span></p>
</td>
<td style="border: medium; padding: 0cm;" width="203"><p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;"><img alt="" height="226" 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" width="156" />
</span></span></p>
<p align="center" lang="fr-FR" style="orphans: 2; widows: 2;"><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>Figure
2</b></span></span></p>
</td>
</tr>
</tbody></table>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;"><b><span style="font-weight: normal;">Or,
au cours de ce ralentissement, de plus en plus d’air traversera la
surface </span></b><b><i><span style="font-weight: normal;">S
</span></i></b><b><span style="font-weight: normal;">de
l’hélice sans agir sur les pales et leur communiquer de l’énergie.
C’est précisément le cas des éoliennes qu’on installe partout
dans le monde, comme dans la figure 1, auxquelles s’appliquent les
mêmes lois de l’aérodynamique qu’au vire-vent. Maintenant, ne
peut-on pas imaginer que si les pales de ce dernier sont deux ou
trois fois plus larges la force de freinage devra être deux ou trois
fois plus grand pour maintenir la même vitesse de rotation à la
même vitesse du vent ? L’énergie fournie par cette hélice
devrait donc être considérablement plus grande que dans le cas de
la première. </span></b></span>
</p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;"><b><span style="font-weight: normal;">Alors,
</span></b><b>la question</b><b><span style="font-weight: normal;">
qui se pose tout naturellement après cette conclusion qui semble
plausible est celle-ci : comment les éoliennes ou
aérogénérateurs installés actuellement qui ont seulement trois
pales étroites peuvent-ils produire la puissance maximale prédite
par la théorie dont on trouve un aperçu plus bas ?</span></b></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">La figure 3(a) souligne une
situation complémentaire, celle d’une hélice d’avion qui peut
avoir 2, 3, 4, 6 pales étroites qui doivent tourner <b>très
rapidement</b> pour fournir la traction requise à un avion en vol.
On sait aussi que pour la même vitesse de rotation, la traction
augmente avec le nombre de pales si elles sont identiques. </span>
</p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">En 3(b), on voit un avion en
plongée dont le moteur est coupé. On sait que même à grande
vitesse, l’action de l’air ne suffira pas à faire tourner
l’hélice dont les pales sont étroites. Mais, si le nombre de
pales correctement inclinées est de 4 ou 6, l’hélice pourrait
peut-être se mettre à tourner si le couple résistant du moteur au
repos est dépassé à cause d’une vitesse élevée.</span></p>
<ol type="a"><li><p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;"><img alt="" height="210" 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" 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" width="320" />
</p></li></ol>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;">
<span style="font-size: small;"><b>Figure 3</b></span></p>
<ol start="3"><li><p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;">
<span style="font-size: medium;"><b>Puissance nominale
d’une éolienne</b></span></p></li></ol>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">On sait que la puissance <i><b>P</b></i>
du vent à la vitesse <i><b>v</b></i> qui traverse une surface <i><b>S</b></i>
est donnée par la simple formule suivante où <i><b>r</b></i> est la
masse volumique de l’air qui est de 1,2 kg/m<sup>3</sup> à 20<sup>o</sup>C
[<a class="sdfootnoteanc" href="#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>] :</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; margin-left: 0.25cm; text-indent: 3.5cm;">
<span style="font-size: small;"><span style="font-size: medium;"><i><b><span> </span>P
= </b></i></span><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>½</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><i><b>
</b></i></span></span><span style="font-size: medium;"><i><b>r
S v</b></i></span><sup><span style="font-size: medium;"><b>3</b></span></sup><span style="font-size: x-small;"><i><b> </b></i></span><span style="font-size: x-small;">watts
(W)</span><span style="font-size: x-small;"><i><b> <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span> </b></i></span>
(1)<br />
<span style="font-size: x-small;">où </span><span style="font-size: x-small;"><i>v</i></span><span style="font-size: x-small;">
est en mètres à la seconde (m/s) et </span><span style="font-size: x-small;"><i>S</i></span><span style="font-size: x-small;">
en mètres carrés (m</span><sup><span style="font-size: x-small;">2</span></sup><span style="font-size: x-small;">).</span></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Mais « <b>la limite de
Betz</b> », est une loi physique qui indique que la <b>puissance
théorique maximale</b> développée par un capteur éolien est égale
à <b>16/27</b> (environ 59%) de la puissance incidente du vent qui
traverse l'éolienne [<sup>2</sup>]. Cette limite ne peut être
atteinte qu’à la suite d’une longue analyse théorique
permettant de déterminer le nombre optimal de pales, leur forme,
leur profil et leur surface. Donc la puissance <b>mécanique</b>
théorique maximale, ou <b>puissance nominale</b>, produite par cette
éolienne est donnée par l’expression suivante :</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;"><span style="color: #c00000;"><span style="font-size: medium;"><b> </b></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b><span> </span><span> </span><span> </span><span> </span><span> </span>P</b></i></span></span><span style="color: #c00000;"><sub><span style="font-size: medium;"><b>m</b></span></sub></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>
= </b></i></span></span><span style="color: #c00000;"><span style="font-size: medium;"><b>(8/27)
</b></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>r
S</b></i></span></span><span style="color: #c00000;"><span style="font-size: medium;"><b>
</b></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>v</b></i></span></span><span style="color: #c00000;"><sup><span style="font-size: medium;"><b>3</b></span></sup></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>
</b></i></span></span><span style="color: #c00000;"><span style="font-size: medium;"><b>=
</b></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>
</b></i></span></span><span style="color: #c00000;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>0,296</b></span></span></span><span style="color: #c00000;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><i><b>
</b></i></span></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>r
S v</b></i></span></span><span style="color: #c00000;"><sup><span style="font-size: medium;"><b>3</b></span></sup></span><span style="color: #c00000;"><span style="font-size: x-small;"><i><b>
</b></i></span></span><span style="color: #c00000;"><span style="font-size: medium;"><b>=
</b></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>
</b></i></span></span><span style="color: #c00000;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>0,355</b></span></span></span><span style="color: #c00000;"><span style="font-size: medium;"><i><b>
S v</b></i></span></span><span style="color: #c00000;"><sup><span style="font-size: medium;"><b>3</b></span></sup></span><span style="color: #c00000;"><span style="font-size: x-small;"><i><b><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>
</b></i></span></span><span style="font-size: x-small;"><i><b> </b></i></span>
(2)<br /><span style="font-size: x-small;"><br />
</span>Or,
on sait que la vitesse de rotation d’une grande éolienne ne
dépasse guère 20 tours/minute, soit un tiers de tour à la seconde
pour un vent de 50 km/h, soit 13,9 m/s (<a class="sdfootnoteanc" href="#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>).
</span>
</p>
<table cellpadding="7" cellspacing="0" style="width: 623px;">
<colgroup><col width="354"></col>
<col width="241"></col>
</colgroup><tbody><tr valign="top">
<td style="border: medium; padding: 0cm;" width="354"><p align="justify" lang="fr-FR" style="orphans: 2; text-indent: 0.75cm; widows: 2;">
<span style="font-family: inherit; font-size: small;">Considérons
l’hélice à trois pales de la figure 4 qui tourne à 20
tours/min avec un vent de 13,9 m/s En 1 seconde, les pales
tournent donc de 120<sup>o</sup>. En première approximation, on
voit que la surface O12 d’une pale est balayée en 1/15 de
seconde, une rotation θ de 8<sup>o</sup>, pendant laquelle le
vent agit sur elle en faisant un travail. Faisons l’hypothèse
que la surface approximative <i>S’</i> balayée par les pales
est celle d’un secteur avec une ouverture de 12<sup>o</sup>.
Pour les trois pales, c’est 36<sup>o</sup>. soit 1/10 de la
surface totale <i>S</i>. Or, pendant ce même temps, l’air a
avancée de 13,9/15 = 0,927 m à travers la surface comprise entre
les pales sans transférer son énergie cinétique !
Autrement dit, le rendement approximatif serait dans le rapport
entre la surface totale balayée par les pales et la surface <i>S</i>
de l’hélice, soit 1/10 = 10%...</span></p>
</td>
<td style="border: medium; padding: 0cm;" width="241"><p align="center" lang="fr-FR" style="margin-bottom: 0.21cm; orphans: 2; widows: 2;">
<br />
<br />
</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0.21cm; orphans: 2; widows: 2;"> <img alt="" height="230" 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" width="229" />
</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="center" lang="fr-FR" style="orphans: 2; widows: 2;"><span style="font-family: Calibri, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><b>Figure
4 - Modèle de grande éolienne<br />
ou éolienne
‘fine’.</b></span></span></span></p>
</td>
</tr>
</tbody></table>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">En première approximation, ne
pourrait-on pas dire que si 90% du vent passe à travers l’hélice
sans exercer de pression sur les pales, il est impossible que
l’éolienne transforme en énergie mécanique plus de 10% de
l’énergie cinétique du vent ? Il y a là un étonnant
paradoxe, auquel personne ne semble donner une réponse…</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Récemment « le
fabricant d’éoliennes danois <i><b>Vestas</b></i> annonçait que
sa dernière-née, la <b>V236</b>-<b>15.0 MW,</b> avait produit ses
premiers kilowattheures [<a class="sdfootnoteanc" href="#sdfootnote3sym" name="sdfootnote3anc"><sup>3</sup></a>].
Du moins, son prototype. Quasiment aussi haute que la tour Eiffel et
dotée de pales incroyablement fines de plus de <b>115 mètres de
long</b>. » La question qui se pose alors, comme pour toutes
les autres installations : si la <b>puissance nominale</b> est
de 15 MW, quelle est alors la puissance mécanique <b>réelle</b>
fournie à la génératrice ? Toutefois, on ne donne pas la vitesse du vent qui produirait cette puissance...<br /></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">La puissance nominale des
éoliennes spécifiée dans les publications le moindrement
documentées semble essentiellement celle donnée par la formule (2)
qui tient compte de la limite de Betz, sans préciser la surface des
pales [<a class="sdfootnoteanc" href="#sdfootnote4sym" name="sdfootnote4anc"><sup>4</sup></a>].</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Alors, parmi les questions qui
se posent, ne pourrait-on pas concevoir et réaliser des éoliennes
plus petites et plus efficaces ? </span>
</p>
<ol start="4"><li><p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;">
<span style="font-size: medium;"><b>Une éolienne plus
efficace ?</b></span></p></li></ol>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">C’est ainsi que les anciens
moulins à farines de nos ancêtres (fig. 5) qui rendaient
efficacement de grands services peuvent donner une idée qui serait
peut-être une amélioration : une éolienne qui occuperait
beaucoup moins d’espace et serait probablement plus petite pour la
même énergie électrique moyenne produite, grâce à des pales de
grande surface. De plus, avec une fabrication plus simple à un coût
sans doute inférieur. </span>
</p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; margin-right: -0.54cm; text-indent: 0.75cm;">
<span style="font-size: small;">La figure 6 montre
schématiquement la configuration essentielle de cette hélice ou
turbine dont un avantage possible serait de se mettre en rotation
pour de faibles vitesses de vent, et dont l’inclinaison des pales
s’adapterait <b>automatiquement</b> à la vitesse du vent pour
fournir une puissance <b>maximale </b>se rapprochant de la valeur
nominale : elle est désignée comme une <b>éolienne basse</b>.
</span>
</p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;">
<span style="font-size: small;">(a) <img alt="" height="260" 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t6/J60NTP3aV/ZemREJaqgMigAsDSQw7ZBdcCUJdwB/5wi0DvKbswN1xbvEpwk2uEZ8lWn43O+NfJyfKXR2YW46LM1OhgX4miGmCGOYCdvwK93ChmRQ0CfXb4ejwbxcanig8o+sXgUtm1/3flfaccjw7c2NsLpyV2ZP9pcAny430zjYcT3ocsHAgX0EJAyotef8EjAS9OIZBnKcOX1O7hPU7AvoYj34U1pBaDxrPlaDYwO0BGLWO/dbY9sOY+OVqNGPrhiVlo13CeL32VpD96T7alTabQNo6R72+0r7Jl2P0vvz/nWCttzx8pigHNanH9O0VUTaYSr0dkugbWhjN7TTxIxHXYS2SU0XYWTK6PmAR9jwhMXT4BHV0nSvxVGNi8UIL6meqX0ZzOhEsy96jY7olUGgfmEKdD2SNF+XPgKh5xAabysRbnpznz50tZEzpLwzTcKm1Ol7AW19xpAL/vQ9h/ItMaYvYSkMH4WCzEeyj0fGZqdeu2wg3QQHTZ/TJjiOEBEIljoDhvu7v/NsOLU8Hv7mez8Ma2EZQmoCPm/j4cLSZPjTf/NEWF9dD9sTc+Gvv/8znNwXQFeMQMXJnjJ/fEY0x+gu0SOlHBgwo/X28OuAWoU9gDmCgexg8JveN01zXlpr93Xqs073Qu996fNe2tbKFrToQ/yRwJ10UvFJ8/cigKdQPISmniJWTvjUwtFM6to3AvHpeQAYandj1CIxi8BaPAQyoo99oPO6NFYOWuxw4fc1Hah8/ov7jSwvCmkG1FARQNDG1zloS8fm75CFIppIJz2AC+OrQBv2C0HgOPbWiflZaaMIVCpwh+20ByZKrbLMmzQtC+zQPZ5mVWqJYDpktCO/VT8jOIigqFobRmFz78bp8r3p4K/iu3qAoM0DEOywI76PDyM1J9GPOaC0pbmJsDQ9EeaBp6dw2+w0zI9c48FcuLOxF9766Cp+Yr4AsI7NL9uPChX5f5keEXPqhysDZxNcO1xbvXtTJmR+9vd2oNk70vufeeqRsDA/CGs7e+HG7bXwDgOU4Cd3tE+/QMggvIOaTSC6cObsA/L9k4Y3HiLcn5Lmbc57zdOcbjjn1gfBXTeTJ0As9VwRf6SlKccDLe4tTTR5r3ux6bmct5T4fQX0k73alyel92lv5j5tOWjLGXCK7HWtAXU1gaH0e52gOoByLkiNANrt16MAt66FHaWtUYlB6l0xKTAKMhn4rk2CCfB0uAyzFaN5SMx3VzfCrTsbYZfSlL5EZDJ0XeBcMJAhnoj9p/c5nafSd3l/uwREKkSGBEdBy+d0UzrV5ERYWuPSu7rWKu2TvyNlam2nn6a2u+i478ZLxzO0ByL9W6qX1DxjPo6aR98jbvOKgE3aEUiXKWjbDsFMTUuxKd3FNIIQkPgj/Ld//PWwurEW/vaHL0KDNot7J8LJuUE4NYdQA/jJvHNtNaztD6BVmxJAHIe/kzRqZNCkTwQ0TMFEI6GKlpE4QjRLjcAB6JW+OG2fUfZPF/3lc10S6N6XdP1HWaNR97Afikrj7Hpvn7kp7R+npcpkp6g+CkMzx4kPEI6Al0BvChrZDXu7O+HChQfC8hLM3uAj1Na//8EnYXIaYD2aWNmuTvU6EJrmTf5L1PbrMGHRpNYnBwGJNinjyy7Am+bUzFv14cMEOLTBEYia9ti0gs5PzKWEgTXm7zZBMyO1OrjBAhLsbdIaoe/z07yH93r6DWqCJsI2Amq2kOaGLHUCriaiJTxMzd4UHPH3Qe9bW1uWSkWgjV2TTk3tu5w0vZD5qen7OAf+t+aMTyUHG/Hl2MoE069gPIzknYK2ah6gbWFmEoEBB/h3GKbhV0YwNwk/tk2clrahGb21vh/e++yGgoE864BSelTEb+lRpDHkOhKyRhObaQCj+Raztrl+K+zsYpxcz/0d8IbJ8Ce//024WGziOTw7NR8+/Ox6+Pmv3kB70OrDqsogOPrvMQIWPQunzpzVGDkupQnBO8Uz2ALGtw+ArGMDtPhmora1kKU1iT4XcIsuIcO+hAamc/9CvqH0SfeVW8pS0OS01ESX1TQOHYYiXRUOqF3tpO213dvGL3xMOiS7edQbywMQcoEqD4DMHNfEfPowpXQQbfenoCN9JtUktTFOBzA5eEm07mo2F9JdQGGUMeYbl0Rqod9gKnQShpZtCv5rjzx0QSdYatnAVcPK+lb4/OYaogFnEcljpg5uRmpFeFpJ1+MYc8iYRTp3Yqp9KS6Zm7Z3lNYzB2npPSVNSJewG6HLI92agoaU7tuAZ9P6twGQ4fFFX7a4ryoBFX1eyMQoQPwZmchhDp0Gk98HB5UvE53NkX9pAsL5iQeXwhQY/2tvX5Om4dLJ8fBf/cHz4eWX38Fp+b1w8eLF8OzXnglvvH83vPjG+2EH/msHPAhICxBD80UzJpgVdSckYI7LNMCawOb99PVpP3V17Q8J5sIn5zt+S9t+9D3exFPS66WDQ9Pez9cy/bsJVHUx6nx8XfNUnKOoFVPqBEYLUjC6llapE5CoAfzkCOD64oWzYZZ5+7ThwcXhfPXmux+E6blFmQo1Dvq74Q/xVDq20zSm9anXyNJG0F8qeibxIFEdJo5rQkp7OeXBqYlQ5kMeXJKAAZotRWIxJ6E0cKC9aYArpZ+JZlSZOam1owmYUZ8EbUoIAoolgKB2GGkyDnAfzaP76D9B2xYc+elqQgAxgAaJ5uYBfMoAK8LGJg5A3G/0lWMwAyEK3ru9Db7MoxEnk2lvEm2on199DPRHU548/PT0TnLYlzJ0N8xAM768NCdXl32YQGewRsuLyJU4hYMR3rsAjdvB/rYFIsB1YmUH/m1o4PV3PgoHE7C8AHDuYy2PlJIn5jTDwYsRnpQPmgtGYHJt2V3cpywEAFITWLfVtRthaxuBCJibscOd8OWHLoavfumxsIMUIO++80EYnzsR7mK8H3/2WZ3jj/KHsy9/yPFwGpo20hAPeNOY6wtnFsOlsydguoZGE3N84+5quL6yGaAkxNzT75K+laZlpOaX82O0ZvM0OY1UNDhkWMSz0ZdlUyCGN7pz2CsNZ1Rz9tlDOT3me15tdyiFeE/bvm+TF/k+LgHPtE+pabTiKa5p8xelvmylSXCLc3qtDbR1Ca/82VEBYN5+E7PPmb4vzCigpShdGr7s0w/zDbDEqZPYvMyjNYeT4YMXzoW1tbVw7fpNqPDBTHAaHkNUDwOFfBHJrKSOjmHtuZDw9/v9TfM6yvhLY2obZ4n4803z/yfQ1rS+JRrus/mdAaTtHhdiFLZ1jqIUtLmTNgNT5LdETQCTWdLsBU3BJDKM0u/kCL9PgYnSJPrEQ0vh4UcfCf/PP/4CStmZMLm3Hh6/8kD45vMPh7ffejdcufJYeBWmjl+8/jFyuy3BzAEzKITIBACeaWdMoLBl+d34CT7mU2LSUgntOKhRDz3HmFZTrH/PzdYE4nyeS+a50iGiz8GnBLRSptpHaOSAclT+mO/z6M1moE3AzQ5y5u0DngKwvbuzHp54/FEdBD/66BP8jVQxSOeyD4AzmIVTOxIxMxKRGhHNA4W8+yxLhxW1YdTgRVAojY00XMfz9JXmoWm/CCu6adERj1Jb1GY0OghICwatk+ACHpoB7VOpQ02iMB3Tl1CLA4IUX6QJUOpB7i0T/AMcgI8A0HYxbgKdDZj+mBxWgArvmwZYm5JW0e5XxDTBGn7XARofapk4lj3M2TaY8z4d8DXbNgiCC36ocdM8SJ2EscRUOTIGos3p6emwCI33xZMAXgDVOwA329s7YQ//BtD0nYRZd2F2Spq3A2jAFPQDULODJjcRLPDZzbtoexDu3MFhHvJhGz5n9EHlHEwQpFITBuAjoKrdzMOfgWL5QZJ/YE+vb9yBFnZdPGgS/oxf+8qj4dHLl8MNaNd++eIbeB/AIu8fZ2oqD1Shhg2aeYA20tvZs2cBKA/C8sJcuHByIZxenA5n4YKxgL7TZE3Fw7tX74Q3P7gWoCRUvxlEwb3D/hHYCbRhLjmvA6QaEa+L818lipbuzqJUOR5zAyCzKh/8Uv7bpghokmF8pu2QmO9l/t30nsb3d5h3W0Fbky9bzVTqTM06DcUOHs+PE006Db5oJV7cxey6rqeL04fXp+21gZbSovVpv889xhzJnIz4qCWZAHCbn5kIDzzwQFiFv9G167dwCiSj4WnOfAamIMD3kGOJwlunQJ07k5Nwpln7LwnaSvPQF+z0mcO2e9qE4f223bY5R2+7Bm1WBSH6hZBBaSsZo9Jv2ncQlGDGjDDD0RwCaRtpO06HfWgFNlZvAfQfhj/5t/8m/N/feyWsbGJXQzgPEN7/O197CBrcxfC9f3gr3Lq7A7BGh5lpMXsLxd+2tzD6jFq3aGeCeLH3M+s6tRrikXRriDsnalzyPdjGJIfmKNHSjD537afiPvu37VTch++00XM6nmbQUguG0qm/fU7qPF8HqpBh2jYDQQQeACMI+dvd3ghPfulxJdL94IOPoKVF+gZobQhWeB81SdPT0LgqgpI5+OioH33Z3D8qKlQdtNFcpbdk69c2Z6W5NrEffTZ1UIiVPyIfk6yRWRagi8ALBEgTHKMq+fs4fcoIVJUyyXJ6STkTNXA8ENOML7MuHerRPke9J9AGkASgyucJ2OjnNcDk6QADXjsDLdfy8pIgz/r6qoEtgIyFhQX9vrm9F26toQ3mKYvzBZ235mUXoIi5Ek0Lh74S3KEvO6xUAoC5uHginD0xHwZHG0jbsSmNGXuygQhRpvmYh2ZtZnoA/7IZAElYXRD9bauKNqAy26fZlvdvbIX1rf2wtjsWVrahNeQBD/cdINp0FhorghqCNfnGWkitBasQqIJk7tyCrxpSirA1Jub+7ee+HM6dWQ6fwPz665ffhMZgMWzCTDxN5zocAJgu5oiAfRyuO/KfA2g7d0quPedPLoWHzi2FB5YA2hYGmEtgBkz2Jn5s7U+HD6+vhFff+ySsyoC0gDEBrNFaFIMVqAHl+hHIcREVMIF2SQOVuZkaTn4vtwzaw9tB2yg8JZcZvXlYz5cU22sBbWy29Ezl09YXtHn/iNZFRGlYT6HzfRifP9Z2b592Skyv9Fz6XWre6fOOnutT3VbSNg0zc6jr4QCK/4c5+DIszM+EpYXFsAI/trtQKzM6kLtrfWNDQnuaiQ/FPJgbh3vChXvd6iiAJTdv/SbmoIn4Rp3LPvf3FaLeVptgb7r2RW5mT+tR+4q6ALMTOvUI4zRH0HyOLUdmPAMaoI4DuhGA993w5KMPha999Ux49aVr4YN3XwtPP/e1cG1lJ7z23vWwP3kCTHsPlRBWZFLa2QRTZ1Z0VkygPwkCDkwUWL4npus1gR8Pafw7+reZRtBSCJRAW5/1OXbPfYK2PsAspz+ncf7Mc3fl/Uv3b0nT1ofe+tDLvew7smBFXcpvybRsMl1XzuiWhf4AZq8r0J7wHP3JJzBz0XcRJnFZmpAehv1T5B8OiDwWkOYI3OTbVmnSorYt0bRxrjySuTRv+bwfE4rKWVYHM1gbBgTqOZMeTT6VBGvEDhPQuHEPUMtGPZKZ76NYlya61gzqkMM5IhgFWTOlxSFNhfRrA2jT2HH4WUSE5sIMgAba2tlaUwb/hy6fD4vzAFaYWiYj5swQUOjgDPC1uYV/8DPjFQdtk4y+xtbZRptb0OStr6+HuflF8PSlsIHUGh9+/CkUTZPhxOJyOAkzaNhfNw0ifFBl6mROMz8wAfTRtLs0N0vbo7R9yueGoc7OL2iNLIXLZPjw87Vw9c562MX6EIxTY6gSeEzGTW0XQKP55jFHG9ed1w7Dyp1bplVHp4/2N8MDpxbAJwYwGwPQrW5BUwbdIXjFlctnwvLJxXD91s1w9dp1zBl5CMyYmJMzp0+EcwCgl07Nh5MQV+cWp6BpQ3JumrGpSaO1GgFPqzshvAFt2zuf3oSpFJSGPG8bAL50+SGgNsO3gXYeDCkXWd6L2tUUtJFKSKPmZ1hWu7TJwLYDlGg6oZ974mnciYnJPJU1x9pLQFupX9Ev/JgAACAASURBVEXQ9hd/+bGdy+KsNDOP4cmpzCORwNqY5ygMaZR70wlum9y8zXRR2sw7Tcw+fVfZFdLu6CNQ6ASrBKs0NODEs7ezFU8WE2IQlaMzrl+58qA24XvvvSfmNj01K5X4UJRNg49R07z28UlqOoGMrhkYfQt0Cbwvsg/5HHW9u7S+TW00MpHou2a+GWYmNaYUzSqQrGRejCDbQ11R+riEA/i44I5nnnoc3++FN15/JczPLYVv/dbXwuHWnfDpp1fD6YtPhL/5wS/DythSOMKzkxPIYg6hMT+1IKa0i3I0Omrvm8ZEliSaI2j2kJ9STNqpvE9mApJsjACPUa+8332cSivbh/5Tf6i0jb4Hjy7Q1LSGnAP+87p+JWbdhxf17efolD/8RBOdUzvEVXNtrMzX5A6iIy4qND7gKV7DUOyaju0QuJugp8vQ0tL36SrMYVOIJN2HIJAFQBVXqNExX0bnc9YutYP2nirKdMQBVjw4Nb2q7zGJaqVpo06PzvzwTQO9Dqh5A+0NmFQcAlsgjtof0mLURDvdaY09ahJgilo1BnNZBP6BgNcetJA0611CkMbJpQX4kR2EtZXbOBxt4ruz2FcEsvsCQjK58gAF9KfoSMwFAYd83rg/8P5JpcQ5kq/cDhLXEi8xyGB+ZgF51jbDK2+/rb9nwbsJKDm2GZhBOd9cRZpfaXImSOS+n5+ZDXMAlAOAUQZGaO6xRgpSo1YKE8DcbVdXDsPr730MjRbgOzRsrLTDXIqUF6rNikhT5pBTYmU6tbHUHe5Zu3PbTMhM4gFrDyEgfeMO4TZxBG0sAd0AvOCpJy5D/lwO127fCb9+5XWlAGFAB3w0wqml+fDwA8vhsQsnw5l5ANIZrBPoZgqBFNJiAgxTs7srjdtk+PjmSrgBddsE/OU+Bt1dvXUXc4aDBJL0bqP/nNcBQSzNk8pTKmPokKmySvWhYIth82i657vkQxcP75IBTvb3el9X/4p8NQdtflN6GrXv6iSu2qwN5s+8E+nffZhg6TTbxg/6tCn2lTgXps+M4tNVnMAOVN7VP0baa8HBDV2lz3IfVJGzwK6EJHwJeLpj9BcLhb/77vvYrAwDh79DZs7PiadLcOpELebrZ5kRuW/H7V1CrU2o9unX/Z6K8vnJ28uv5/1tyuNXaiffWyYNo/CLJqIctLH92VnU/oOADftbYWFASbERvvKlR8ODFx+AoGVB4bHwN3/9N8JgX//qV8Lli5fC0uJE+E//xwvh+sFi2IEGhSfpafiKHEGQ7ONwMD4NvxzQFzJBSbEWd7icuc05nAiNZlJ3/IUgoPIFzJ3+LZ4UeFwmufp0mpJDE/McIplM09YFwnJyG4VuS2td8knrotnSGLv2eZF3FHxmRt19qUugJU0FH7FkfqYRpRCHkKa/Gp2/OTZqhej8vb52J3zpsSsqGv/mG++G+YWT8pulsz41OtTfWcmj2g5TC0/PflZz0NJatO3PHLhxLczdnNuizhBg7aLPLGQeDzfUOlM7PYVf6LtmyrZYhiq2obmIPmWCJWCWDmrpx0cT6BRcBy49cCacP3NajvMEgPQxo7lvcWFWplJGbw4QLk3ARreUTYAvH6toSj5WDNIhkATswZxvAeSxBJw51+PtmE/6fX302TXs2WmATqtSQfBLgKIEwphnd8qnKwz39cwMNeG0ajIPGlO4mNZvgkETBN/YfkzJ+8G1jfDe1ZtIpA1NINpfgsVmbwfavrVtgaVD3M/E2Ny3Y9BSMvkv5cvK7VugERzgaErH+2gqVa42aBAJuAY4IE6j9tZzTz8eLj34YLiK9B8/fuGXuML8eca7Hr18KVw+swDz6Fy4eHo+zMHf8BA8ahZgbQ6BFVpT0iZIZRtphTZxDljHvw2YdNcQWPHx1dvhY+SIXEdHj1hDGfxqW3mtzIeba+t57Op9xrEQUt6fBL9f0DYK/ynJsz7y65hM//O/+sTOZA0grBZKxyeHz+SapjbQ1vaeJmZ1L8yw65l0ohy0jMos/f42TVveZqlfZFPa2NGBlkKcJ0mcn8AA4EhKsxWY0wIchs+dvxg2QdgfwsSBBEvYfMyb057+pI2Rsn8cfxfh5UIs/btLMHe1fa/z7s/1Ifr7eUfT2PP3d72jcZ7EPU3TJSYl4WP6LH5YOkoFmnEKXpwdC5fPnQhPILDgcHs1vPzKq2Bu0+Hb3/kONAab4YUXXsDf8Ik8dzb88be+HH7y89fDGzeRJuAIuaqokQUdgdSkGWApNGlftK3NkVpO0jyE00RBvxUKSokjyy9lmgswVprNKEhj+oCmfd1r7RvMo/5s7n7R1WbTPDeBwdL3OX03HSRHaTOnjy+ErmTnstQsch7SXBrI4nopPQaNVPQPwk2TENZMnLoPemKlC+aEfPKxh0UHb775bpibW8b35DgWNSzfIR4m+S/yiQokOphP1q9tbdrAuOSI3K3cFGaZ/PmM//PIUiYI5p4wYW4gZyAwZaZWmovlk5b4xBFckF5dyyjwA58zBgKcXkDKioUZaNsW4A86FfMP0r9zHzwXGmoAELN21AEXBFuW2JzlBm3jUovF9nnbPtrexv7awRcEP+YBDo4OxHULbi8c7Cx8CLXP0bdt5Du0clTMn2aBFFwTauQ835n2JFORQFCswVWGPoiMcuXO3YKP2OerSAPy0edhAHPu8ulTiEIFQNrckt/dyjqAGzRZCrrg/FDDh/fSV3DlFkyd4C1AxLL0cG4ZAEDz84UzS4hGPxMOd9agTVtEpPGJ8PqHt8Krb39gwRu49yS0lL/z3LP4OYPgkCNZAgbI9cYACmop6U/I9aBG2PgHwCvPnUo7MxHWEVkBnVy4joCK9z69ET74/G7Yg2yj4ZtBI4YxLH2I80mjdwOMVkfoN//p4jveg3xfl3qWttUVh1V671gXaKtfWi7Umha01qIk4K+JgXaBqnSgo9zbtHRtbfiSN93TtVhNGkfvS9N8VH2lPZ+nKJmhQIp0qGVQAkEbor8effCS1PNKvYBT1KdXr8M3Ag6hVH2DYY1Fu3aXEGgSrCWSz9etaQ50ks00dPk85sl9v+jtVerDKO/In28bq9YnGW86VvPxrGsPmuNI6h9RJ8k15mMgSWYdCUXrtYM2N0hRdDLYYG7A6KxB+MZzX0HAwY3wpYfPhZ/89NfhnY9XwuLSyfCH3/1qePHVD8NbH97UyfYbX4EpHUEI//TSR6Ck2TBD7Qm6sAnGrIMBmTjD62NyUvaDgkc+L1IdsEASIQGdlKm5kWpD181FuDarNtGWxpOUYCntsaaUH76GfZLjltbsXsG800P6fBto6+IP9qzUQ0VfmS76beV/iuBkuhbOFv22lHFNv4vG+E9oglYsCGWklNiH5uShhy6rriRTNNA0R3vUW29Te08tB8xu5Di0kOvwYHvcc6hJiWeKE9GJUsUkeyKfj7a1ScfOJqgUk0cd2xdoY7Qmc3tZ1QeNMkZR0xrhf9ONhIEJymwAYEQNFMGUNIvVXNDDyg4aFqGIA9DZU/DBOkD1AWinMD+zLB8FcyNrJNAUywTnfB8Lp6cpO9ykbtVsbPyCjJR/BG34nv6iBCey7tEci8M2He+PoHmiadY1bdTObW/Tr9CsKUyBsbe9JR9D07JzTegXxpQY42ENWr41pOOYg48cQR0B6+rGTljbPgp3N2DexHcEuHMYE9fu9tpWuAFfN8QqqB1L7cNsBaapW739Ocy4yMlGTRwDUuBvt4+/pwC0HnvofHjuSw9KFlHjDqVY+OELr4YVtEkgdhqpSh7EAfGpxx7CKBA8MTcFzRrBLJQM8wBsGDy1+4cApVUeSmkHzf+S0be78Jlb3YAZeXI2XLuDg+crb4SxmSVYAhbDtVt3MAIcSiKPSgGO3DLQVqV0KZhJtQcqdwHjzbafhlUtw3Q4vE+79qfzqfRd/l0TD2oCaiXA1wDaPoriwl6VMok+gMlPYGlH04G2tZFPSNe7mwRmOnElAdIGHvuAnbz9Uf4uLdzQnMSad24mo7+E6TrMXHrp4nltTjKaO3fuIK8OnEOxuQZQYafpPjrBYdLpPuvq8+gn3ZwQcyLNxzl80jUS83uG3p+lLMnntg0Uilk2ZGfuuwG6Uo7oHQUtdNUv9+n0ZJYR1CgDeUx4anmv4mkdGg7VFaVzf0zYRGdu1fiMDGaSudmArWi2GkdE8djBKspSnQm/9fVHwmuvXQtvoGboYw9fCM89/1T4+++/FG7fWQ2XAe6ffvaR8MMfvQXn3q3w/HPPhFX60Lz+KU7YqlBpJpwMTOZgs4pEjlo0K8lTrwpNcH7K9W+b9lcboCnRq4Re5sbQBYoUfUiTX0JfTrNsS5GHBRcAmsn0rmh3aTA0HMsmUM9FXRKq8u3TzBiY9dRIAmzURsV5N3qqhUeeMiPdNyVedoz3RPO0gTYDKQbi7CDAMdKxfB85wegfRF+wU6dOwnRl/IP9unX3LkoZrQuEMWeZ65R8LNU7E5/Lav28cHdct5xfNPEJrbX3k6CwOrjUpljzIbN0NyldWM40Zua3tfdEuh5Uwu9k0gTomoT5k2t2APBKf7YjlGLagzmQyV8ff/BcuDA/Eeagbp4BuKB/GIMcmJRXwE8pRmLfoiaQ76jeI3xsoE06Trm0xALxPJRhgAY4Ga1KOowJgKnVJr7E/6TNjLRr9GprxpQYjD6lRo2AkIf0lTWALwQ3jLOoO8bPgu00+SoRMBDVxta2+sB/89C4TcI68+ZH18IN5EgbR043BS1QIUALDauf4O/VO9ekfZX3mfa6aTkZnD4Lk/CVSxc0zzTLXrt2TdGq9Jc7tTgbrlw8GxYhmy6cOwOwB+0hzKGz0rRh7mi2jgc28VjINQaSTCMilmtjmksCQbppjEMjCI0h1ujtjz4NtwA+Z0+cDe8igvXWGvqLShDMqUc5yAhoYg4G4sm8zLmT5l9H4IRR8S9bPwtbsNQttjOpGIluIIb9Gz9NwMsfqNxZYjuV3HF+VGmo68MNAwr942Xc/G+rOV1f98N8fT9g/p//VTNo68M0UtCWCuUmoZkDszYg1gVEugBhzjCqgRc4dA4g25fyi7uqUiOJsDKwZidLbV6F5UfTAXMRuWYkjsGDELqEW97jrrlN52rUttN57wKIXRUxmkB11W6SciIfYxPgSu8rrXuf8VbCVetgWgCecA/B6E3YufkwJqCNZceqEyeYpr+bpadoulrfZqQZUgygyQH9zcARTi7QqRjM+u7n4WvPPR1Onzsfvvf9H8hH5qmnnwlLJ0+Ef/rpLxRZRkfyDdhKBkjpMMaQN4C/DRyxqRVz8xLZ2NDaRq6Tr1OfOXD+UNrDXc83gbZ8bdo0tXwHQRk/DsJ8r3jffLQpbxajx/9Ie+SPsdDPsU2tMXgF8ng1BW2iXWomuT9jqgc/RJjZLPEx461sL9Irk8BKgNxn9OywD2Q9BC+PdoDDnjQbdDxXWSto15hIVb2jpoJaNZtD3idtDAFHLFuVV7yowWh8l5e38vlJEuOmfCBf14oGpVarBZrX66wCH+jwL7ujOfo7r2SSVf5tkYX0GbPgANa6tA/zuXGsFnWNumyYbpRlgqmQnwH8tC4gUvIRRDwi2FF+o9MAKcC3anOCAEY+clHTOATaag0OtVZO686zvY9O40r4K/cEMzkTANkcR6Bdjcs0mKQoVRJQvV+AaDxHrR3Noqw/qpxrUXMmYEhfP86C0nGYzGCQ2gGAzUvvfRqur8LcC7CqZLsAbdTYwXlMouTOzWsAQgxw4Dg4ZmopqY0z0/MG3sn2CR5ZWB4lUcMZmEIvnV0MiwBgM+Azlx44C94zruTNnEMCM50HNEYuBdZQ/nsAXtJmWqkwzptX+dml1g0b6nMEJTB58PjsifDGh9dQsusW3DuQdgh+f1xp813ET2oeuZ9UYQGaOvJgfq9/5srBvWtnMvJkk6MmLxlEYhpq00zf+ycHbRVd+35INH16M3kW6ZTvhUzgGpd4oZU7G1ai2Xgxlt8EaMs3aBMwywVml4AvTW0XcGsTHk3P9hH297rM+VzkoK0GAwbaPJs2yU5MFQvHTVmBOaZ/qIjVRNMo8/ibAKttQJz9S6+rfl32XTq3VfRspi2pgG4CQvI1Ka1j29p2AY20fb+XW4vMiDJBTr5kotyPkRdIdvMmmK4sKSS9xLj5TBNCN13Vh9TzOJFT+EOwLh2thaceOR+e/8plnXr/+WevIwXM7fCt7/w2QvE3ww9++nKYXzwTvvnNp8LV6xvhlVdeQZQWTt44QW7BAZnOyNKYHOFUrtO7mQeY6qFmLMcTo45K104/qUD19eyzj1L6c7r1ue1DmyloG6KbOP8qcxRP3BSYTjdaFGnohpl2XaPRWsv3kr+PfbT1VCQR1jKaiyt3BQNtRIceYKT5ILvWIc3appagbc920aRpZriHYjvxcOCggG3zQCA/JmhAqKnQIaPSEEV/xggkKG3NpB01kcmpn23lph3X5vncOy/yMXXxX+2ZKIxEN8lyiP9FAVwdcDjn4gUGlqQZQqconF2DIV8+/E0z3SzyXnqmQ/qxMcltgFb7DJPALs2EeeQSox8WQRtTLpmGKAJBapwIcCNQoEm20rTFiajdGYZ3DvlaBd7oH8i1ZmSu1t7ozteoyqXJXHIEOpHuZHOhNo6aOvSBbjHsPoPP1jagVdP3Rk8zyLnIXHPjODTSKkOz+Qoc/T9CTsZPbq0i1Qk1hlbSi+Ze9oGAdAWgbR95H7W23CcCwwSWRIVGG5OIPt/GYVAmUZbAg5vGiamjsIziqIsw3z548QLM7Cj/hfeT1mgSVZ1b+g6ijxzfHszD+9DoMSiGWl7eZ7jKyjjSwsSxMkJ2nzWOkQfuvc9Wwsvvfg7NG/xymXqIiY3xPKNq2abKncW50m5juhf8ZPSug3wVpdeuM9Bmm82qMrjLx/DKjfZXk6Ytb0WHC9JrlNWunNmlSYV0H/eZ80z3Ia54YTx1ysMvB23VuDJtVBMQSK3DfcBC1z1d1/PJGPX+pudLzOV+2/bFKCHpakNLYNenNb9X0VHxBCZnVJ6KqX7n5ooqev7OCED/pAvftI6l8XcJhvyZVKim10Zth8/20bQ1rYMYeQRtpTnW/ozq6dG2Yr2J8nenY5RoI3/A6QelP23z8YQElFTVJOQm1c7maZCmExzro3+YBBTU/gOAcUarKZoTPkbLKNR8ZrAdHoP54c3XXg/nL8D0+dxj4R/+80/R9G74vT/6bvjlSzfDOx9eRbUMi0qjvwzpYhdmldnZeZgbwObAbO1UPzzPTes36hyV1r4C05E5+Ro00UlT9G1O06V2+F0Vwxj3ij+nKZd5LUYXplqaiFUJmLy2pMCPAFSqkzt+0nXQ5u+hZpWvspOxRQ+65tVAm61LJZhJGdKiD4O2dH5GoVnvj9Opw/B8P7gZmS9WQAqBCAVnBEGkE/mLRY1SWpEg7Vt1GHEh4+OI+8xBW1/e6VHIdZFze5s/76Ctmu/YX0tKjj+wZ+hjJgUbBjHOvYevmc+SIOKQ5kD6UWH3scTS+VPLSplzamkW5aJm8Os6fNmoSUKONoJbphKJGjb2wUBMHRDhwM19MVPQZuDcfFcFFajZlIbNTKUO1gXEoomEPF1lpdxHlGPXYK18FiNR6Wt2gIVhUt0jHA4YDboOvzaaDAnmGE1KE/gctYXKSwvghtQaN5Cr8dXPbodVOPyPTyInnNIH0b+M/I2mY9wr/zn2ls9hLqM5mN+xvzTr8v2MRJ2DH+ASos5Poz7ppdNIRQKT6DLMsA+cPw1/NgRtYP40d7QIcQ7UhgFdmXtR45SpS2YE2szSwIOEwHnkiXzPHv7ehSYMLm7h87uH4Seoe3o0s8j6HmFlC0EYSINCn0tq71iWyw5D5HEWriDa9aj8mAvQab6mo2G/tpTG+/xeyVp3D4jvy591/sbgDvGBat8YqDdNrl0zOrN+aS9ivCbz64obArn/LjOP5swj70TOUNLN2XujZoCw651dk9j3vV3tlK5/kW2nwtKFm1S3WCwyh5RZOaNQ5Ff0DXDtmnIFYaG9rp2YQvStSgFg2l46thR49BEQTYCoaT6bwFtpLn1zeVttIKl0TxsAqU4tmbYg7XeuOeiikXxsivbC/EvTxjN9lPnm+mV5itx3x9qmoLGb6E/GUz0ddcl0Jw62YA7dR8mpJ8PDF5B4EoFmf/u9n8k37aknr6A81ZXwd9//YVhaPhu+/a1nwv/1179GSXjUQgTjoDmEJ2zl4GJOJjD7bZUn8qSrEcCKydQBJF5IumkPdtFKEz/oC+BHpa2cPlyo107GNhKCGTJIMks5uMcIQHNkt3u4LhSeUV7YOiXmdqefEk34+ATaohZF+zhqgAjcqTOp0/hEZpwI7zbe0g9Ym0bIx+JggO3STKj+qE6x+UpJgBBkURxEnrKnSMj60EgthT3PpKqx9mMyAbVxvaJme3/k6c630u/S+cvn1IRtQYNHHc/QgassZKVVE142kx6jFOk7NYs9MAkwxohI6rUGSCJ86dxyuIJ/M0yhhHWbh7P+PiJoeUAW8JMARV4yFuWW9pTNunk0ArdIS76uNUAnJoqHSPdh5GHOaU082nzaHLyZhpR8oAaGigeNwJT3yWcN97Hs1r5MgghKAI1ub+0IxN1d30AKEuRtRCABNVhTU+aeAY4AwLMdXgNoW0NEOcPaGOzGPihqPCbP5rvZJ+4VVwpwbPKtZgoSySU7fLAu9gPLs8rFduX8MowHCFjAmJcW5+EjCJ9AaCUtAMQPJuy7KRU0DtAaD6gs4aU+UIvHsHYBb5hrGQICkLIHdaKqTGAMN9d3wmeopHAH5tM1lF+7Cv9LxF0AuIKvsSwZ91MFjO0wQuCtd8YgETN1xD0facr5fq5pL9FqX17GZ3N+6TRMPsRrDtrk04d/zDuoazowcHe5Jt7y1e1WpeXs+3sCbTkDa2I8fcDOKM/2YWKl9toYrzOWtkXpGkeffqWL6e05aCOBaWHteFWfyCPzrBB9orngfTzfO0E4aPO/04i9fL3u9e+UKTe1MQpxexu5pq0E2vKNUNpY+abM+1jqmwuz0njSdW0dl/s8UWtDZst/ZHNuJiUDlFrFHH0F7XQNphiKT6Z1YR4t1Bx8/ulHwqXlQ0SHfh7efe+D8Pw3viXG9aMf/QS7ei989w+/q5IwP/rRv+DEitMmTqOI44IpAW2BIbtJRvQGMCegwkJnBK24rn5Ao+cffS9GMfxp25ejrnEO6treVWq7a/+mzNefr8xjGD0Bm4M2YXcJQWoAbJ1U6DoySuMH4q6tc5L200Gbm2PM8dn0dQZ+rKkK5HWAtnwOSvuuXh8HbTyVR00OiNC0ZVbmzg9zFL78nULa10QHQtCe+2KxnzzXu3bAAV/a/1zTSCHkvCwFbDaXkanF2cx5pV9tAm3pInhOsLQv/N1BO8S8AMM0xjfNLPoyf0Eo0mQHsHFmcRAefOCEAMccTKJTAHSsRCAzJf0SpcWi9ol50wggbJ6q9XRtm0CbredQYuHol5evX51Sytqj1sp92th/M5fRDGz5Dn0OnafzUEFoR/PiLk2INIdibxMMMrhpZQNVEBAVTI3TgNoe8Al+Jsbnwu2Ng/CLdz4OO6wvzIMceMDOLktiWdkq5WXDd9Sz8b2snCDa4J6hTxvALXPZUcN2CNPmeRSCv3hqMZxbRvUIaNymJqjZVAiQUqgwUGAK9OQuPaZxtFUmYCMOnGR6FgRSyLzJyhbwOVQAhJL52oqTHlSPFGNHxhIl3F3Z3AWA2wq7iG7exAn5tbc+QV43Juultm7ayjqyHzyYaMa4J5j6hVHD3ITRHKpJ9uAqapaHAZ3T3Kh8run+midFN6BqjW3vTsA8ykMG07lIbgusxkAVgnY3qUctonw5uzRtXUyztDl94F2Ap+m+9LkmYZtu6L6/l/rjDOwYQxk65bW9IVJacksbs8qZcOqz5RvW59yZZ9pH38y8x5mqM8183nImWhpF1xo1gdL8+1GJ3PvSxzza1u+UPtvopg9oG3UMWoso31297ykx6OjLj6chEK8Qswcj0UM87fJsuQNmCRMOmBlSSoY/+6+/ET759Hr4p1+/GU6cOBn+9PeeCe+/ey38Enm0JpA36okvPxl+/evXcBKdRxPQrrG8D6OLUXdwCvUKlXOJAhzFnMUDYu0+B23M+ZZGM1LT1jZup610DdL7m+gj3dt+T2mPNbVbYp4lAENNiPoIgcX2K/MdAVsEbWSKA45T6ib6F8G/MNoRmU2eOK0CLvJ3sbdLkLnqNHaoDYRqv+m+JFJMGj4TXOnPut3jADEdexuAdg1INddRU6h+R5Dhz5O+ZIqjZoXmsAi2vF8CKNIwWT/NH8mc0X0uhuhEqWGoW67LRvl96dq3raPNSgSZGcCrnksIpLT+4/SHklYOwg/0PsX8ZhDgiDNQHjpsDUQ6TofHUIbp9MJ4WEBlEGaim4JpT8E5AHgCbvR3i3PgoE350gjbEoDGPXwMtGWAzfoZR+fmrrj+xr9r+iKSUYH3xM3D51kJd6khQ1sCbTAx0mdVuTV5P32/5BpBPZql+NjfRyQo2p9CklrmQPsY6T6u390Mt+EHCwgLiwASdTOKVoAGgQAEgtQOswpCNNvT2Ah9XpgBqOLcTeJgyWCNJx++DLi4g/JbswDG4jKYs1hZAtGrpBXTuJmGVoENnCxGn9IkrEzwBkykHMX1BfjCSXHB8lw8zGKPKqcewIx8t2H/5XOs/LOLg+4K3rO9P1BFhTfe+yzcwil2nyXZQAeeikVaLEYAE5RqshktmoYkOd+2a1/Epw20aZ+473bkK5wWmZLRV9ItA37YRu13S95joC1ylGgCxtActHUx1HQj9gVSXYAgnaz03lFAW5fQyEFn3rYDo7SdEnNoWlipkhsYjjPEUttukii9P2WSXXOYChEHdN7X3FT6RRBnOjcSDpEDNQnmrnfmoC2nLV+//L0OJr4o0Na06ZqEtPdHt2iM6wAAIABJREFUpziaEeLWchMbk0OaxodaVJig8E9RWWNIpKnTM0MQxsIDOL0+8vClsLW5Hj58+3VFi37nu18LP/iXD1SO6tLyQvj97z4b/vbHH4BRreMEipB7nCz3xxZhcqDAxKkZLxqgRi1D/6lVUsZ7hPgrCajKUVFieCoKsgX8c2aQaHD77munT/+ZArsSH2kDben6pe8Xo3M1VQsRKVcWPu6L5Y75NFsrSTXNXTzV8zQbAZSZSA10MB2K1kM+JOYsXo1LTv3mL9MGngQWJcnpaOPCOoLI5J3OD9TfqHHLAx+a+Yz1axgAUl1ogpPCR/s9zpmnQPH5TUEbzegUsK6JG+ZPNi85vzfgYv90vQdoy/lfid9L3yDzaP3OIZrAQzlNDdEJTXtY2zGk9iCFc0/Rb2qA+Z3EnpubPgwPXTyJ2phTYQGmwwEONUxXccC0H0B0AjoMGpAZiiAVvm0qWB7NeYg4rUBbNJ86GJGGKM6304DzYI/W1lRxzhKNpM1vPCzRj0zmStN45vLA04bsAFQSwNBMaiYzNmFrsS+/p5igXeZIpANRmozDcB0pOj6+djt8dmMFfrfQZiEf2iaqohCk0iTHZ5W/TuMg87CSVixDNY3KJw9fPBWWEczxALRry8i9Jq0bDpnTSvwLLRhSkFiaEU+CyxJU5EsAI9BmWpJgO8AyobdpGS0Niqq0ADxL+aD8LfxpdTgUOED/RKVGgt8e+ruOQIwtPK80IUjIe+32ZriGlCA3UCN1ZW0HXI2+e6ytXINSHaBi6iVzfYiHtLiWDtq65GwLC6r4Remeym0pmmo9EMEidY03mVne+LNoQHvaqv7K1M1DZeQX3Ctj/+P//AmuD+cyGmYMXd2tr+cDb2N0/lSqYr6XiSsJ1b7tNAnkEnNpY6al9zmDc+GQvsuvpYyRv+dCq6t/TUI2Xc9SkEP+rtK721a9CeD0p5TynV0AvPSUz1EK7tJ2+vS1af3S9+Vrw2sCFmR4sm1b/UMlpdXp2k9wzEaPNBxH6zDRTIdnnnw8/OrFl8Lq3ni4iCLez3/1Qvjk/WvwtzkFH5spBBv8IJw/ey586xtPhb/9u38OdzfHw8mLjyg55tVbKO7MDY6M4Xt75v/AqFTmeaNGgOkjKPyEO6I5lElU9YmgTYXgk7xhYt4OOgoTnILl0r5oAh35nDavbdmE1p+WIoiI+8fowDLLK8+WHfSjidRWxfeH/NnoRxO1IgfR342CnMxSDNKFbWJCzYGmm2TqfU0zpAE5Z9qWs6/O4VXtfRfe2YDbaNL7b++1PlLjpGWOmjKfb8urd/zjYLdKjxDbcQ0Rn2Ab7kdbOd7nQLpBVd603vl+THvXNmY3N/t+rxy3ZRTjgQhuAIoiBRjFf5PQJs3C9PbQOTjKn5wWYJtDxOMYDjIsT2X1S2k6i9tDQhHfAaS5BUOayeg+YMAY+50KLmnMuffNnUUZ+xPwpnVwEJpEB7tzvw4P0QRvGidq2mpQbuvrvopcUAYlQNMELRMrCShsgBrh6O/MACYCIvqN7QLoTKHE4RQOdnToX4Uv2NsfXQ+fXFtF6gzoGME7NhC44Jo9mRCJ1RQQARAHM+gZ1GC9cGYZ2sotlaZanh8Py+BN86gpSl0QAxbYZx4Ot7YR2MCgEC4kDyzxGiNIGdzBOSN488wH9LVlxQhWduDvnE9dw+FJawvQxik3rTh3J0CY/OFYNxYBEaw0IZBInd8E/NyOwkc37oYP4bt3dwvzhoTiu5ov7EH48zI34STXhm4DWEIma+Ye2WUpP2qWk63RpEBp40Vd8qX2mY7mUT/8uC87ujYpq5kd++XTh45qLlyLTRqKAJ1jqEBbiSH3BT+lZ51wm4CFP+OgLX3Xvbw3n9gvoo2hzRdfkDJsZ2zpfSXglfYtB2xtBHGv11LQnYKaVHORasi61qheq2ZTzr32tantvkJfwCkyTBdmo4K2Pn0vgTY9x+SmBEHyJeEJ0U6Vyikk7xM6m26GCyenwje++mVkpT9C7b6fyzn4+eefw/Wt8NIvfka9XPjud7+L0+R2+OULP4N/21PhPGqI/u9/93LYHywE8CZW/ZSwIeM6hIlAmgIm39Wy+NqY4/QRmTq/jaCNyST1yUCbaaZq/8iUPrvWwGjr3swLddvDGpZ8r3Tv4xq01XRg5bdkfnCmmAjaCvRI4Nvpu3L+lvmUmgyPSLP5cXNm016x/Ht1gEcK2jSGBLQN8csO80w+/nxvT0SwVtF8AjRFh8nypG3VwmQY9OagzefKNWv+nupnUz6pPptK+2T400Rzqe8cn6ij7QxsTULY22FEoSBY/zGkpRgLjyKg5wwS6M4O9pX4lcEKC3OoMkChTg9wanOii4BAEME+gxIccIvGze9MkaMEFF4mi75oMU9bzterPaXap5GG3C7Kv6Pw9uVx0Ob3OmijKVR9waiozdph6gyaSUlSri2P+dnoM8YSZBMMwqD/Gt53C4U+X4cZ8fPbu2EbfmN7AAeMOJ1Q7jTwLIFXJL3FuOgTt4Qo0PNnl8McbHZHqIxwYnYC84WSVNCIMaYJyrmoVYa2C35n1O4rgIEAC4NhQATTenj6DwK2KuWNXBlMy3YAAMb53rWSEQKRdC0xEMcALWpfOW/4ImrCHdDovQjXZ7DCPuZmDYl5P7mxFj6+voZD7n7Yon8vuS+uyRUA9zHQgfPmmjaSLZMMq8Z3XB+nvdxlqScpF29LQVu6dzyAyGm54l2cSgJpjj3uZTUcwX8naCv1oouJ5uCrGxB0+4Tdz6R19bdZAzBsEmlC1NVJvNrc9YnJtWzphm5rx4nHx9vWt9KclO53/xXvQ3pPCnjy9nzeuk4So6xN39O3t+mAs6lvfeaprf95+ymtdAE/CXJpumByoLBGQDpjtOjAyw/ECP7eD/NjW+HR84vhm0jZsQfHjP/t734MZ1qG30+j7uNDyMW2FL739z8EULBahP/dn/5W+Ocf/zrcRLj++StPhvc/vosCy/BpYeoKCKEJRMFJhY73SksiE2hNc3YIQr+ir1a8ZMxKp//anMh+uoN6E3BrWt+aPtpBWzrH5b14XBNUAsgl2hnee+6bZ+1xHQjaaBZ1TZu14ea/GKVFxhj9lsyfhJFulqqAGjcPUqj6HkFSRXvVBDEi0yKCPaKQ7zM/nlrA+nxQK2ppK2qfsNL85POX8hSNM2ooqm5E3z4K/fRZBkwc+xBwVF9bPx0c+WE6nWOj+SyaMoLRUfhA2705NbgmsZrv6Izo9GDBNjSDm6abFT+YdoUA5NTseHj03Gw4OYM8ZnByE2jDWrN0F5PxMjGsgzYuvBVwt7qfLkQdxImOgCQUIRojLylZCdqkbcs0kJqrqAlL19USxNiHY0jBmn8neonrxzxeDCo5Ep0g7QdA2w688wl8+F3VFs2KuM7xW94zc+C/hgo6v3j1vbCyNxf2JufBR5AWCIBpEjTOtCjkWQiiDY8i1xp9/VhndB756ubhP7uIovPbSLHBaWJAJn/ODJiuw8Zr0aZMR0JNp+VfY4JdK0dmkbjMCedaWgv2qANmSHw7SAouTTcOsXSy1x7C/LOMWBXFGgfJuaMWSnVLYalgzjom1j2EdnQbf6/Cv+3uxl64gTEzcGGL2jykWFqBifiAvoAMhGCpMJlPLSVJ7Qc3vC4pPxyFtvOUODWfzCwK8UYCb5fN2q86bJOehdiqPZzyxFZNW6mzXSDICK6skvf2hq//64M2Z0TpJsn7fS+gJQdEaRsl8OD96AOMSnOajiMfSzoeJ0C/JwWRoxBk171NAL1pfE2grOs96dj6zF2f9pruaeujzGtw7NW8ArTRdMAiyjbPYF7Qgn310fPhd55dDi/8+GWUnXo2fHBtK/zzr14BAEOZGdz/x7/7bNhFrqSfvPAKCnbPhe/8ztPh5dffDu9dQ1TY0QxOg/Pmz8CcuzTB7m9EzcAsGDfBouwS+Fc7vA/NSY3a1C+nI7dqkXekdFv5YERB1LaXbW6aQVtOn+U5bucV+TOlfWnfOfOzMSqFMQZnofYUOtGUXRnErN8VCImmCKa8ML+SKFwwr2k6EdPM1R+DyxZ4YKBteDw5aPM96JUQzJelDvMfatv9x+K6pWtRHcKSddf6VsrwWnuqHjaANtNm6EkTHlUHbEzpOx20+Rh0f6rKi8+27ZlO2ZAtuIM2B9xu1vXb1Eea5GK+PK/4gfMNfLHGwiPnZqBxA0DBdZrs6K/GRLosccW8bNQMMeHwwT58TeXnaHn15GemABbsYxARTWxeNsvwmZUapHE01fp5vxy05bLGg154n56L5OJ7sN6LBrpN62v7TJURoKnfBtAxUx/Tf9j+VX1qaYTNzEjQxiCDGwAyb316C6ZD+ICt7SOSFO8F+ppkOSgELSwhEOAUEuY+cvFMQM7ccAIm0D3kU2M91KWlJcvRBh/IA6Qlomaf5b74vhrYWr1batbmphE9ip8KdsLH/bYswCXulOhL6pqkw6ipO1CggOUjJS1yH1kEsGuvMQ8E5fRvoxkYII3gi88LiAHIrQPMIh5LgQlbcB9h0ML1Oxvh6k1UWYAfHJ8jI6V20ANsjifXrg/AGSn2+nPY4Jo+kuGceFoy4M2Dht1b7x3bf6nJtqKRf/8fPx7iMp2bqgOQ+Yu7RlhCoF3vLrXZ55mc2aUbKxVwOYNy5pS+tySI8jaa3pe3o/bjyYviN2VEOTHVala7y5+jG0ETWEr77yd0/67J1y3tQ5+1/E2Dpm7BP3xC6tPn0jr0oaMS/dXjNxObQrLRpWn6iIB5LcxN44Q/FdZW7yKZ51T4w997LLz00ofh9Q9uqbllKN3+6A++HrboSIt9TQfbH7zwYjiYQDJJMJgDcGVqDmgWpUaPqQ2UzZyaPDov8z+Rjp1ic5pNAZnmJlKP/+ZMwuc51w53rW8brXevXReXaL/uIENCinsimpz4tzRt4IeWibwGU9V4Itgws2Z0TmaEWzTF+H60mrEUnjWIG+oV30XhrSAA0y6Ycdw+9McxvcMw2EtBm/of/5X2X3qtAmsVGI/mt/jgvdJx9d4K1Np8pkLDQEGq1bVEtKN8mvvXDv4t17195NWV8D3mYtNHNSgtAIg+bouDo/AwtNwLA+YYg6YN4GsOiVmX4NM2yXQVDGBgiSkAGAE/gVRqrHC/8omhIDs0S0Y/tr7S1TGoRWZSbnijHz+8VIJVYDgFXXaoEE1EM6mDNl9TjS0B3fz7ANHfNuccm9UkZooP+niRpgiZbB+Y5sjXZ4I+XOjkOkDMe9fuhk9v7YdPAGC24fPHknfzAKwLk0dI4QGfNQC3R86fFGCbgpvHGIIQpNkjf8H9OwBsTOCrtBqYeB2KYIJV4mo5oGG+WOoK5amY8oMA0oAvnqc2TuOuNUoaZwSjbE/mUqa24HioOaOGEuMx/0S8My49ZSJ91QhUWWieW2sHPnXM/UYN9xFLf8F0yjqtOygTuAUTKnPVvf3xtXAH9UxpC6EFRAZRjI8HKr7TI8+tX8c1bqPQ96igTZG7PPAVtpHzz5Q+1HWCtpS5dm36ruv5wJsGXLdTI9A+YCdvr09/vE+jCKD8PfmzTX2tHI85uVGIpG3VYNV2J03VxgyH7+8CbZ6A2dOElea5Ru12tcT8S881AVkRTKa5SZ/PAULpmn/Xd93a+mL9qTdaG3j197b1v2+fqnEpea7vNjADCjmGboOxELQROAgE0byhrOxb4ZGz0+E733o8/Od/fAOJMbdwnRnbj8LjVy7p5Pj2p7dhDsVpEMKHgffjMH/JhAJNgAoes6YVAQeYNgUJK4uaeTZ+nOtHEw7fqk/82wWAg7YSnTuduHmna9+kez69t40eutYj3yc53VTC0emaeynxbXRNG4W7fNs0B7UzcFXmJoIUd+BX/iuBwJi7KpqVm0AbAx4qnx36VSUaK7VDd0cKFF+HOBCCNhtjDVZK9JcCOucnqSmuyl8WtWKjCJ18b7nwT/nGMR6SaAV5zSLf6gNniZ+UvsvXN83DlvIZf38F2nwNfd5xs7kLRE0zcxZy7aDlnkV6j/OnANLmAFAAIGYBKOYBLBZhD5yGFm6K0ZMAQDzwMOBAtTkBAPfxjxq4mZkZ2zrSKBr9UHNLLY3SdMjBfRi0pfez79TqVN/FeUrH7uCzAnTiJ7UJmsXtdU0aGdaJtZJQO6gcwCooBGZeBkqgLR4gZjAPkzBV7oKw6e+1O3kClQVeD7e2kWZjYSGMQ5v2MLRrl08voMrBEcp57aHCAUtTscanAcUx1PukiZW/E+gxF5sFGrBclfEVMw0zxciYaorShKp0cRVdmBn1IAoq02B6olgWf1cr0Z2DQIxBFbHetrgaNXdRKy4QjDQgeIYgj3nnqGGjJpCaOZqwaeLm/DC/5REi6q/eWQs3UFoBKetU0/QuDsdrnDsAun2a9jF/Xsc25zFDgUQZEee8zf8ugS979LimTXSQ+ESW9knF5xLakXk072xKVF2CrInRdG1ef86ico6bVEuAp2+b6X0pIO16vu/1JsDWFxSl73HQluB7W+KMD9bEYHdWfkyJhq5trXIG7X1NieJemK8zpHRMTfPTd35Hu2848jlf7/vtSy60hmiL6xAX7jAm13XHfl8+RaLhvn2UzqET7ySEydOPXgrPPXoq/OAHP4ejMMDeYB6MCpo28KYD2kEJ1JRRHwxa4WoQEAB38iEBIzJmYrml5NPD69UJkUyczCCaKDLQ5gwyhntJGKS0UAmPJP1AvsZdQLpEE+kev1c6y9tQO9KMGPgx/6Zh86gJBfq31StXgR8K/hhAIK1C1LQ1gTZrodZs8T6lFlGQAyWVmYrq4Cr2z19sQs775wCSYLDEmL23+T5N55bP0XxV2nvVHB8LFKjfZ21F3puAobb95xrDal9F/p2PIe1/W3u5kEuTndpzNr46abEDbzq+Uw8TNdygc/o7mVaa64KUFZNI+QFwdgIgbZk+WgAWiwAWyKoDVwQWNseaEHiiHaapUL4waayYPsRqPbujuptlFY0s4GH7TMtODasdCypuXIHtCNprAhxWqbBWMbVE1SoOgWAzCWqdqY2iTxjMiAS42wCbSrcheiN4sZKGbJ1lu2YwpjnUI+U39IlFCdLwweer4ROkybh+8zYqGpwJF8+eCOdOopqB8rChsgHK5zFvmIJOpMUzTR5ziFHjJ40kgRvfAdMsP/yOJtMZzPEUQB8PoEMuAsr/Rv4XK5EoTYoBXnmNQtBZ1jbzYZPlQNo29pzgzoIwNLfiiRgx04Yo6SzL9lkpL9V/5gEW88NIzEMwU9ZgNrPpNlKFEIpOoo7pbthAHdbPb28haAHXwU/5/Bf1GQW0+Ts5E8d5an2Ys0Nf5Ds0F6egjY3kTOJ+QVsTg05BW36aZD9yx86mSe0DyvIx9HmmbRHT9tJIk6ETVNSytYEGAYJ4qnK6cdmbphtImZZrSBy0tWnafAwl4JGbS12QpXNTeq6vwE3n4ovaEKV2zEIxHE6dznmpH6UxdNF58d0SJhaleRB3K7VrJvQjo6E2jH4yEzG6EMxrHsLk209dCcvLi+EffvIOwvLNPEdUJw0r7qFPDj+M9tqnoy98cuT8C98M0ggZn+1XY+oG2vgd36tKteYfUQJtvFMnN2PO6Sen17q0jb0vnTunldL+6rvmo65FSpMG2mrQ7qDN/GDMlCUnddeGyq+N6RbMv03zFs2j7K9r0yxfm43VKw14rcgUtFVwzH8R8OE620ow35ILJNckWcJUTmQMWImgzfefLhGIigHUgMz6Uvst+lqor8kc5PNZpQ2oFqRGr3ZvnL8G0HacVwqhVq3tI2eX+h7pMH+/7Y5az8BoQNsqidZTdFwnquY17iPSMKmTYzhQEl1z2zewRIAAnzOZLXkdZj8IcJo5lc4D/2am6IcGfyvgqWUAtLPQIp1DvdFFZvMHgJvEP9EAgRg0Z3R+n4hO9mMAgOQrBIa2XJYPj3zXQbpAuwcnJKAtlWekI8mymLKB813JNu3PYV/U1EWU72MqDH4YkEDtGumCpkmyPAI3lcVikl0EOakONV+Fd8yin9Mw7ZL+d5Hbjekx7mwehmt3tsLVazdR5P2M8tXNA9TOT1MDyeANmirNd82qLxggZh8ZbMB1o2ZyD0BtnGWnOC6AOPoIzs7gb/A4OywiHx7Nppo7Hqak95YWzAqkw4ag4vIAV1SbSTPqGmnzK5TGjc2pUoSZEDUfnDPaRQHcmPqEGHKT5mIeaAnWoilZDv20cuAG8lTSxj76sbIBTRxyWNLX7Sa0bteQfHhLQQroI9bIDwdcQ/HiuCDujlQRvuhw2OeT1465MVV7pXC4YgJg0m/ECny+ph3n75oYzaF2DTW7/9P/8inuq6FmzoC7hJlrytLBpL93P9+cnDYXEOmg+oAHMbokzLrUL6/56W3n43Ah4e9LQW2pfV+AFCzkwCEVPLUPQ3kGS8DJ72y7lreWztfQenNnxE8bcEsJNJ2LTOY3kUHv7/N1bQO9TWvG75vG23St6f58Yx4Xiiac0zkszT1Pj7EkHtJ+bIFhzoRHHn4svPb2hxbZlID3o5h6gO9imVLNgQvwJFpvaH9UREEuO8LRMRHAKV2l45H5yR2IxUBq52v/Pt0nQ/SRTEbb2ubr0tSXfM19fVLFtL3H6Nr8hkw7IEDF+WPkpmMnYpBKYERGqR/RJKNkoMbAbYx1xJ61P7zarmUz6My2qQY4bgL1vUYfHXubm9kowCx7vAp4J2XG3L/O50oJW6OGsHQ44Xd+qBzK/ZF0OY08Vj8S0slpP60UoXXgGFV7lRLU5lamSSVJjRqXmHNKJnw5lk9bOgPXEMYXUsOmOqEE1PCrorluAqbB3c0NivhwMH0GrgHQSANUcM6PcH0Kggz5+gFkoHERqMWzcCPg8/QiGNBpHva6Q3x3ApqkiycXwilo2c4uoR3ca7VJkbOM5ZoAyk6dPGFAncAC/Z5HMXSCQCWcZb8EiOr9Jbjh742HgKGC3zF6VPPINkiLUdC77BCg0cHT/MD4T0mxda/lFaP5b2trS9+bjyGLriMfGaPKsShbAC31wTVqDvHsLDRt/BCAUZvEqMtVRFduomTeDEyny0tzzEaoBLczALXMzJ/Kc++rfHWpLWN0LUCQa760H7D2M8jHxnqithfs/TRVEqi6BnIIyJpXmT7SWMYgIN1DKBbniJZli7ZNAEysgEJ/ItI+kw3Tr20bQFKHJIIbgm9FhBvMV9QpgxdYYQH3M1XIFoIUWAbr6uqefP5ubaKvyG3Hsl3UnMo1BMCURep9f4riYyJr2yYp17HxOLirKiBE/lpbzmpewHvsEGIHgXSOfI/XqYYsbySJ5ZimTdPeAuKq2Y6/dIG2/H7/29/R9C5n8I1goanh5Puc6eRjs8WoJ74JYLYJG3fU9Un215dAwDGBHzd8aShNgq/HsIu3NIISMdBhIe8CxefL57EEYO8VtN2LYM/nr7SepXvS+4aATuGkdJy+jwOgkd4RNyWZMj/M1k7tBOdydnYWjGRYU1jqaxtddh2K2uhF61q4IQfKzkxSesjpvYmGS2AivXcUUF6iGU8O6xrruu26lJTtc/chq7WMGkMEbBVfqthBNEfIDBNP3brJNaiueWwGyEO8K1OJ+1gMrBPgGNBUoW6+JZ6+K3ATT/yeisSfN5ft4YNvOk9VHwpRnv6eauwUepoPjslh5/BP8x2zmo4mUi0IgKXZxB9i+hQJIrXDe2xM8rw8AmqKmhV+Q58t5suilkOaLOY1DBth5+bHYfPOtfDBO++F3/2DPw07c5ehEUFQAP3NAMCkeAC4moLvJ/u6xxqT1IwpL6LVzSTqOWT6Dnx3AhqlB05Mh5Mw4Z1CgXPjcYjE3FlXWgoqrhfn5i3IAN8zKSs1b3S+J5hhfWClupBYjuOJZkSB4yhHHLTxO5cNacBBuodEV+gmNVsErJ6eiUCGAImaKP+OoM0qD5hLxPz8osyj6wAs9MO0NBmRJqPWnZUI2B8/WJG0dsFwdlTvEuk5ALYOEEE6hVQoTOXhdbBNO51Uv+AqAiwYaIzgQgl1reII50Wlv+IJxsCn74+ojUq0xjk4SfPiVYfAiHJq/hADgaJW2b430LaHMTHfG/sm2k8OltSUsk1VflDf6RfICNydsLE7Fu5sjYf3b2yEt65tqMSXDNVAiyxvxmTFB0hGTFBNs7HgX5SV0Us2bh2C1/SwbPn+tC+SQ7ENKQVt3Al15Hk+L7ZnIh+im4y+yEBbymRKoMo39/DPYbWfE2X53uPfNr2nBJRyIHc/AsufLYG2LkBRQsQlQFYCjekM8LqdJI5/+oK2JgDRNv/pvIkJDW0EI7QUuOVr6tf0XIdWp6t/fYV6Vzt96c3v6zu/DlT9ubS/Q0I5AsB8PBJedoyqTtNsi6d/CRnUCMyfqWiTPlrOJKTlqU+cpfko7YeueWvTyZXG6sLI58O1B+n8p8/l85evUx/QVuIFeTuuMaoZ5TBfqrVt9ZPW7rCmuTJ/xnlPtQptNNY0z04jdQWCYWFIDar2kw5P0aRNc51yVpnA8f3mZlvfrwxhrAIkYn+76SIKjUhLaZJPtivzEPtEc1+snKE8W9RQUkOS/FSZsOg7SbhE053zM/p+ib9FDZvln2LtApqr0DrAG3kPTXJ7ezso1Qs+BL8pwIgws7caXv/JX4eNu9fDV575Rli+8nS4fngqHA5OhDn4DTKtjkynBFMAZzQP7tMpHd1k3rRJvFxdhiBn5OMkxnF2eRpBCfPhFBLt0uFeSamh6WAU5tz0jKJBZ6CZYu4y4Q0KaQhvprCgCXRa5jxocLSVay2uF4SvNLfJQTDfx/U61xpQD4AhcOP9e+ivgxhGbDJS1GmAGjd+mBpI4B3/NrYYoGTBEUxLov0mOmLhe/aZINkOhgQrFhRg4EW0j7mkTxrfL8wlOnIgUZv/+LWBH+cY5oOmnGzuo5bIjWOyOmrQ/PsKSEYQmuZLE32TliLtp/JHiutKXrmGVzEMAAAgAElEQVSvXxxXvOY813mTWwqsJBhoRaZlRsQGBCWMhU/v7IQXP7yNKjVxh9PvDnTAfHaH0L7xQx9Jmez1DlU1Ns4RDyb0payqOyWa/CG+KLoaVs27pq2alzi2Y3zSQRtfmfq0pUKoJADKIOk4aCsx8DaGly5K133OlPuDyo4WmesqQcPHJivTQvl1JzonthwE5ERb6oXmO9Gw3gsI7RLKpffmoG14U0TFb9yAXevRBNrupV9d77qX6ylN+/Np3/I5bwIIpXb6tOf3uObENW5Makumshc1MCVw0wUsS33qGs+xOeyhbfQ953SSgnw/XTuwGJWGu0Bb05rn7+kCbamm7fi6pTxsmKmWQNsotF3xgaQmaTWmCNjkdE3zIvechKBpdCraiWY1/s0ovBQ4E16VfN382ePrEU/u8QZP4WB/2mhT3jU8V5ZWxjVthHETUYNsTuP0M7L+RZwnExk1H9R3kbPAI4qQAMILWiB+Kw0JgAoqFqimJe55+YV/CldOzoSTS9Ph/Y8+DUsPPBSWH3oa+Vfn0Qq0cjDRMcfaOP086UeFdzCSkM7n1ndL5cFoR2k8DnfCaZSQu3xuKZw+AZPp4Rbme9v802hIY31MRYsixQcrAUATRX85AhLmHlNgg7RuZg5XbBDHoKmMGsbC6cf3dBqF6Jpd/06loLY2w+LiEubBzIbyXWU5I4C0GaQo4YcAzvOd2b5HMAK+YzRpFeXtoF+mXNN+MR2GpoAKJLk5MGCBGjsCVrQPwOaaMi8dxSnk817Oy/a9Pa+8cTEhLL9ncJXvfc1Gk9xIIredb3F+LKGxTd6Q2wVNoxG0pbLeQZv1CWBN43IgZ0cQm3fX9hn4q9qi3hXAcxvauW3YjDcQTfv5yl54DZq2z1d3ZEadoAaSCbax5qQrHl4GjJqlrpj0L1pGdL/eY/um+iQaRY2JT0kJh3XygyDnV+AtguNKq87DRFlrngboFM2jdQ+Om858svweZS1OgM2oTLvrXfV7ai1D2zNNQjd9Jv29pChqEpY5UHREXxKU/l2XsM992kYVul0CpHM9eHpIiCZf39JGTMfmhNjVj6b5/018P0pfRp3vnPaa3pUyImXejv4qJnAtJ5R9hkFCTu+l9ejaEyPNaXJg6aSVrOHS3HUBzbxv9w3a0jQekUn2H79DsuNP5FdSmh++u3xoTVe1lR6jg7v2GQEBmLwBYTPFuLbA23ABVWndaK6MpsmULtyHpnlNHeCw/7XZx0BbfZCtzX5mFpSSidcrXx9qHQg2LGhAvkY0V0bhQy2XwFU0nRFs0L8qikDcCZi2B9Ayvg4BvhleffOtsLR4Mjx65XGYQmH627sb3nv7FVQ0OApffva3w939ZWT2X5Tf2SxKLtEnjTvJhCCDScwsKYUQ3jUN8ylNqkxrcf7UTDiLcnID+svR5IW524Z/F/s2hQStrAIgCyP2J+tmyiRKgEYeiTHQT4sAR/8ikM4PgLk8cd6aakzV0ViQnkFGJxCQdP3zm2ERvnYESjKJAkwStJ04cUL+bKmGiVq19fV1RXA6IBOfiHzF86dRe8b+uPbTFA103rcgC9IG21I+Q5nf6wO7ImQRnOEHNK91an9zwqM1hsBF+QkT7YNoaPjvnGf5dTf5uk9eCtz0rsRMmoM3jVnrzemMUbTx0CBgSY1Z4gOsA47MvIcCbTv4uYrAhBvwZ3vj6kb4bHVb/sWsSaoALOaZE+LC2gu0kc5V6wH/EAwirbSj9eN8QPiA8x9Bmqfx4hNuTrU8knX0aDXfGUtKfeIUiOCDz+6r/mxn5vWG72qnqf30+9K78o1hCLfdVORtdgmiklq7JHhKgC0FO96nHAC1zYkAHQ+dEfSOAjbyTdBnbkt9ca+m0hz7/Q5O0xMSr+m02KCJ7NOfUQV8qc17mbM2eisxnxKw8M1VOXrHRtMxpXRK0MZrqcOwM1E+mr4370NOHyV6aaLzfF2PzWGLljndQ+k7S7SS0/8XwQu6aEjvTDzntfcyX5Ku/Z+mJ0jvLYG2Eq1VJpEoQLzPOWhroguCD+0vJnrlWlS+b0lgQnKo8jJAEsQ89cu5fziqlH3IUwYdn0v3VRsWNh7t6f31QC1LTl9Hquq6zE0ARSoZxqSsMYs7hJmlYQAooAsAD/Yu2GUmZfpVyyk2hhvnB3vhzocvhp//y0/D7//b/0Fm0DBBzRPKwM2ijNPunfDSj/42nDl9Llx48tthb7CISMBpM7NqGOYTyD4xOat8kdBhVbSEKmYB0ZFzSKbLJLLLC2NhAT+nFI16gDJNiJaEEz5B2wBBCzQtEqzJZAqgdiCtG4Q23jPJCgowOXrkoxeNH6KLgkY1NXP779Ss7qA4+8nTywIIBE83btyAxm1R42CqCn7o98p5XF/fkAmTmin+4z3yfWOCWIJ7ad+8mgPTnsTEt2rFIkH1mwcVSZsW05Sk2IN8nSAuVjFwfuU0VoEK91uLQT5pkEUqm5rkuc9Z5cMWwba/z9OqUPk4DNZsXlzs1DRZhQAoAa8/U/uWWWojgvk9gLUd+ANuwZ/4xupuuAW/tl+9d131oJmcmSCQ62F1UXlssUo3aW5UgbYhXDrsQ1vvt+FDufw6XVbIyFoD5ZRnOj/1cQyBNppHm4RE/mCZiUanzEytl9/bJKBHFdxdTLiL0afXNT7MWZPgLxELn3dg5iAmbbPUVknoVkSbLVpK8OkiNo3rfkFL2RX9+EbJgZvPQxdo6ztHTeMrAaZ0Xu53/E3tl/rTCYAibZQ2X9VePHD4fDoDzte9NG9+TxPI7wP+j+2fDtDWxHR9/VNBngO7fAxNfMbbKs15vj7H+2/8x9uufhbMVaX91GdNh/tlzNn7YQEExz9ddFUx4xg16ODIndxTvpT2MQ06ULoITyobgVs3WLO+Vhp+Ol3LTGifCoR6MlSiFX4f53M48EwGUmkHqXeQ1xsAjkIPaLKKObhkqozSU2+SOo/O2tth/ghZ+m+/H9789T+GJ556Okydfhag7Cwy2jOpIaphwvdzYRptrn4e3nrxhXDp9Mlw9sFHw87C5bBxOLAs/VJdEAaauYz5xQgyJvCOqXHU8D21EAB9kAaDKXoOwhLSU0wRJJvtVJGPth8B+gCkWO5qGu8+gh+TdCoAaqrTqYLp5itG06NcY6J2K5djKR2mBzu+g2tPcMKEtaZdM4DFv+/eXZV2jeZQCzhAGTvcu7kBcy7dKZgrjeADQI8RpCnIoXnVwJq9w7VWtmZmRnX6kQyLaUoq6pVWtI4MH86hGs3qUc7LtE3taUxzk+5Bo+06UjbdHW08QBrSJNgijSz1vZvvf+6+A2kNjaYVcRq1iNqn+F3zL/M9zejMUnIk0LaBNCmfreyHq+sH4WWAtm3Uc57AYWAPRMT1lYk0gjaro4D3aLtb7rg+/LYee+bLFvlGHmV6HKRZC57/U/PcBNr6g6N20NYGYtKF9kVJF9ivl/riwuJ+hTZPaW2gjdecCDR5iVq8qV8+hqaNnF5vCkTI5+H4prA77nf8VXLfBm2fMxgfe23miCeeUkeT7+63f6NtjI7OFC73bT9fS5/7Y2YPXPDDDu9xc4f7nVDjpszl1EAk6RzSrpXelV7v2+cmmhmi2x6grQRsUpDkezFlls78a81iGdx0rVgJ/Ax9l2naqr3VANpyPtM0101znGvWmkBb+p4czKZA1wWsgzQJ00SrZb5TMVAh0crb5jdBpHdFE+n9gDabi6h5awBtQ/470Y+N/pkM5uTc7CM4gZoOAjX68YxHzYX7cpIuJpUOBOWHDjehiVsJ/+t/+svwp3/87fDOex+Fy49/MyycfTgcoObuBupsHsGRnuWRxrZXwpmZw/Czv/8/w/kLF8LyI08jcuAURCkc7ZnAVfnImNuLQIJJc/ETvmuL0NRdRhJZ5i2jS/7Bzja+mwlzKBrPAucEJtSgMXks9+Pm2rqAGTUg7PMc7iWIY3F5mki5TkwVIvMpBDsDirRmieXH952BYTN31/ugPvQzcpZAbWlpIUaQYgww29EcymAD8glLpTEeVu6u6R4l1U54tfMagkHxmAjaDISac7zLMAdtxsMjCEvyAfK+uk6o+YHVgLMGbeJ5BG3yZzMAmvMa0mXTnPihpyQ/HbT5uBjl6nvJ7x/aT5Hfuq8nAVlqamVyZL0vAW3s7haibtdQqPTG9nj46NZWePuzVUQns64qaUHSTipHgjzNIc3/0dSpqwl/YXUTmmGP/7T7zDzqnMl92Sz6uuJXGf3k+3gItOXm0Xyiu8Bb6tPWBWKaGHQb+h5FQOUMuUsg2NIkdnsxnmHh4iHX6cbs027fe9yRv2kOukBPChDyd7ZdqzZZh3kz3WDens8Ff/KUkxNe2o9SH9Lv0t9L4KCp7ZzW2uap6V5nZm1r1TX/fde5Gof/koWIp+00gaQcwPjaVE0ma9kF/OpFM7NBRQ/xQte+r5+v1z9nqrwnjQprYlBd35fmuGldOoKZj+3vvHySM9LjNFNGgWWPROux99GBfeV8Tn+ZODfD4yj4xUQNgqLWEtZUrxkFy7AgZ9vVWlTPlE/6PLSapmrYvENTp7cjABDbSfur9CAaJ97P0kTUuhA8RgHH52FYVJ4z9+mk5izsbYTT03vh9o2Pw69eeT189w/+hK0AUG2Fd178KUyGZ8O5h78atqEf2wUgG4OKi+k3xvHcYH8tvP3qL5CD7DBcegR+bwsPIts9zIZ49QAmzS1oUNiNSTiQzyA1yOL8fjiDyNEB+BTF/3Q0+83Nz6iM1fg4olGjXxFzKZp5mrGw0WSNPwnuCNqYz02pMDDwAQMVmE4k+urlNFr5edF0Gw9nxuvsTq1PnPNV1CU+c+aMQBk/t2/fFhi34vazev72rbv6m8XRCfQclDlt2TtMu6bfo9Zs2H/2uI+6CiDETulA4r5qEYhW5tHY59r9wEyrWvPWT9sOKfQnMcFzjvb3QEH0u4uRsTmvoiaN3zlo8xQZ3m9e58cDFgjC+BXB3TbShdxYOwof3loPH93cCCubAP0Em6A5Jmja4TbFoYH7zpTDBIQ0RYPWpM2liZ9VauyAYvkf659KqMwXx0MX+0FQSJJR9C87kuGNat/GdfADXppCZOzf/dVHR34q1iZLVIv9hNr9BSI0AYveQqNAMLlwqzZJ4d6UyadCMBVANVHXpwdvqqmfvYVmO013bIj7u6w+doC2dLOU5nUsbiaf45IwbQJjOehou6800j7AbVTQn7+nC/i2rUA+Pm3ainBMo1ICCW2HmFFBZOc+imWsjKHUqKDP3GrNk0SZ+T5LQX7afteeSfdWcQ5btINdoO34euUbsAYrfq/NS1k4uaattDfSceSANj34DPepSwjWd7PN5lAKu68GemVGw+BLfTLh66CtmgPRxzCNSJAIfMCsiIbYlKVHMw0TP8zST38xQK9wtLcNsLMTDjfvhLGtm+GXv3oxfOe/+e+RqR9Ks/lTyMMAv62dq+H9t14DCFyCGfThMHfitMoPHcJsRVCztQqHffjAvfvyD1XU/eJjz0KCIjhhfBZClk7k9LFjpQS8b3cjnD83i/xrMG/i7xk41k+hn/SDm5lG2gyIZuZ0m0CQA4WpR/FyXqscbdC6UavGPGYqGC9NaF04vvHwEH345BEVQbq0jNTqJX8buAowi94NJ0+eFODiv5WVNd137tw5BR2wniYDE+jb5jVRPbqTwM4PBMzNxt+ZC9LqgzYfqkSTVSRoBO0JaCsdwur9Fc2f9wnaUtpP3+dgheZOmSnpHxnBm2MUaRJFggba+HHfPX8+B21Me6JgGPq1obrMKnK1XUNR+U8A3G7cXUdgClIxsZ4rwNr++ABmeitMzw/LeVktVFbsYJAETNUcfwKwtJUSrRndHmxcpmHTnqTpOkaV6vsCP2urPT72F//hwyHQljPUVOiVmG1b9Kgz3CbC7hQocYDpwvb9va+wrkLtk4luYsCjCkxfoIrxFRanK89Z3/G23dekuYkUNPRoPsYSkE3HxUib9O8c5JTmLL2naZ16r1+DWbdpPtqAYumZNhpVW65pzNa2GjcTcMrhIvoGJZva3tdPSKfz0fdA0OfQ5bVHU2YzEs1lSTPTZ51xSognGokyH7k386lrykfqc8+bjU6NY+uknZkw+s6ZCcfabFOboIa1Z+30N2yC8nvz/eZzSzBX6m8erT5Bc2L8iJ4zEG7Dr9/tq5S27TMkTQPbiGo5llY7YjoPHuzgWD+A/9qZwWp495V/EVi48qXnw+1wAtUOEHQAzdgYfMgGABsLAFE/Q+ABrJLhy1/6aphdOov6vKfCyjZTYMwg7xpSgxxshGvvvxIOt2+HM2cvhcmTj0IrtxQ2GRSB980xEAGpPpYXpxBUwDqcjA5lqSYCR+RmQ37EA2j9BsgPp9JVBG1MmRFraw6g3SNIoD8bk+8yKbaiEUkHikqM9BBznqbmMtFF/MLBBnO7cd2ZhqSKEJWlgsmCUf8SgGwbNTJPnz5dmVv5N8fr/MP3M/1gWSmB1/059pXgjcEUqaatAi9VVRBb7GpvJgpk7VFXqcZ78v2cpqKxjdG1b5u1Ejntpv1KAZx83WJgRqVJjP2zAIx+oI2pPlzTRtC2iza3AfRvr22FW+tM0GuWAZbOWgV4u7W6Ge6C5rZRq1QRozDV7qM2NKuc0CDPVDAypSoapnaL8UOezMtk/ZWPXz3ZnDVTiHjt5EhPseJKCtrEP2M7mrN//x8/xs8YgTLkhFgzmXYedxzJp0yg/dnj6tH8/iah2Vdwdb7f8yNFhpz6r6XCpkRgXW33uh79V0r3lrQMbW3eC6js2nJN73Oa4Smh8bRZAqkFE17pHX1BW685jje1gteGhroOFj5/qfFsaD4c1CSgbfhV/UBb+kwX7ZfG2biOHQ61nXRfOGmnc1by+WvjD3nfu8bqQqRrnUahk9L65L5ro9Cn9gqLffOEnfHYHEQ197NgOqXASswvw5HolvyzPt8Pm0xdY8JyP0MfP2T4nqkI296f5sPj3jffJdM+SHBhQ7D0Gj80N84xmGB3Pcwya/7henj5x38T9rfWwpXHngjTC6fCxMJFBB4gF9kUwAlE4QQE5tH+epgb3wgfv/Vy2Idm6SICD+bOPAxQthBgwZI1aJplrA7Wwiev/1g+auPT58KJcxcscRjeOT42rZQYTL7Lkk1zAEbUuM1ObYYZfDc7OSPz1hRqbhK0KaiDca20djG1B0xkzM1GTQl92GgOpVbMo1S97BijYjUvmfXcQVud68yhrR1gCLyUhw2+dQRc/JsgjPTOCFLzX0uCXmKgidMPk+46iFtZWZHp1JLuer4/k+n+fsutV0gtEX26q31X1UgdJouK3h2s+uV7AG3pXi3xqkq2JHybGjfOl4Pgyh84Yhcq2vRc5Gf8XebHKG+4TaixoxmdJk6aR1mNZgdt0neS+dq2WAoLNUp54DkYQ/1VHCSu3VlVYfktIDroLlF5wyp6qCIq3Sb5Cq9WQhJxOoip0LRefvDRIdC09inmGh5vrXmTu2GUoU5f4sf0aZODYtQYpKbSfPLKDKUM2voCiHtltvf63LExJOVl0vE6gXcBp3s9fVfPxVXOx9NH8KZ965rvxn52mEdToZ23YSccz55dn+zvXUAeZxRd4yq9q/RME6MYta/5OllBcO7jrIZuzsWPCUE/gY4O2rzPTbTZh3a8DWdyaZujzIlrZprm3PuYg5zS/W1rXdrv2qPVSXaUXtf3NtNKBClc2pbDRxqYkPagjras02R4EFOfnvp488AfkZrslCYdaApUBLcEVmbijrflwPC4Y3RJQNfatXTuhzUt5tDO71QSnEXWWUOUpZPkeaEUpNB4bYalibXwi5/9KEzPnQ1f/drXlRT31y/8JFw6cyJcuPhguLUH0yfunpxBvU+am9DWDKJL3/7l98M4tFGXYQadXj4fNg/nUJoKzvkc/8EmwN1e+Pjtl8KJI7xjcACH/Wvho6u3wnP/5s+QNeQcNHRT0JbBfw2TsIhyTWeWUSB9xpLpTqIN1t1kZQevEDAJ0KhyVaqTRYmMSELmZeNcRvOotD14lj9dI1IL12GNKJ/hPMzPzwl0EJzR3HkCyXSpRfNKCNxH9GXj37z+wAMPVH5rjCS9eeO23re5yUS8i6YFxL2bm5g1ADblZANdEGi6qVT0hvenfmk1PVkwlKrFCsxF82LMZtBEo6l5VPc08DkPdEjbadrDvMevpTLYZU/qsuVBXDRVcg7cPNoI2uIhhIE61LQ5aKOmjYnNCeburm+G9S06sFGjZcE92/Clo08bTfM3VzaljVvHvbtj0NDKTBqDbZJaxBbTMVy+jOXJJqm9o0Yt1hLmenHOSQvV2GPFEP2tQUXtnZcDS1LJDOVpSyfMwVu64BWjH9KWZMKqD0dK7rlf8NX1fCfoStSOqWBx0JYLm3wOvijQ1mfamvrS59lckPvfuaatbWOVNiATNfpcNTnlDgmzRACmgLBrczcykYJAbbq36X1t89c15xRZuidzpmpy0D3G9DrMo97nnM76gtku+k1BW1ObrSC4w6fFBUgaYZa2N+o4fK0q+s00HF17oT94r0Fbe5vHzZZaswRM+ho6aEv5bFd/S/wrVW4w15a35+/RlGQgTvcU1OpplN/wHrRgiXx9hsncUinQaX8A0yYFEyCOHLktkg7+bABWi1P74ec/+n/D0qkz4cGnvhs2YW5i9OgENGpX3/xVuHz+XJhcRCTo1CKqjsIEhdQLkygfNAmwNxfuhmsfvRNu3LodLj30ZFhYhmYO9+xNMN0FNGVj22HpcDUcfQ5T6eoncIu7GU6cvxJe/Ww8PP+HfxZWoDkZB8gLO0fI1TYeLpyZRqF0FDiHNm0KGjf+ZB59p0+aQc0XjFoU1P9UQl3oIyFDVbwoKkKYCYVz49qQJtA2QOSrgQ6jEwpqAqxZBE24ho1gbmERI4Vfm2vGGEHK4AQ+y+9u3byj+ynwGYgg/z7cQzMp6YrfGx3U2jl9j/cbOUSQX5n4zSznoM2c45U+uSKDEu3l/Ks5EKGfs3bO11JaTvvttOjXY/EIASKrImDdTjVtujea+w20MbLZghKY1oP+bVubO2F1cxtaNj4MSiY4ot8bgNkh/u0ij+Aqglvu4L472zgUwAeOGjj1WxHS0Ycz+nanyi+u19H/x9x7gNl1VufCa+qZXqQZjXqXZUuWe8HY4AK4QAIpBkKoSSAhiR16LjcQ0iChkwskJITATcDEtCR0jLEBY2FbttzUJcsqlkZtej9T//dd61t7f2fPOTMy5H+ee/zIM3POPrt8Za13vasBtBFIk9Xl9dkf1mMQyfKN4MK60xykBXYtic0rBdrigcsmIswnVEpnW5mEmA9UFQqKZymBMzc3n4LN3osPfCxEHYD4go0VfTGANtf4ZAVe0fv7H3SPPpt78WPnc4/O98xepy37bM8GAJS670QJlWADz1bhFzv/fM8137pPrp0lyhKplrqLeK653Hil1kl8D7/Ms871LHOBtmJC28+V7KUItBV7jmzW19muk+w9lwJbzNayV3HGsvQzzM1wegzbLJmRFVFFmIYYtKli1NILxXdaXCexmKycBZrIpjCDUdk2K70Qyy9VvG7x46eDOh2h4ErKylwdo8gV4+eIj0tiuIJM92xWsmpkvXIor0FtOFFep9me5ehUUImiuE35Tuk6cUgaWhdL/eI10j2NbgZoR1WGBIVKxLtVl4/LgR0PSVs9Av7RBL164TkIAG8IypDFk5EsAAbt+KEDMth1UlYt6pCmhUtloBKxX1DYNZM90jBxRiZP75aasmFhq8jDaADefs4Nkq9eJDNMOJhB0+9x1FUDoFnYUi4d6IzQmEM5DQVtjFEqTMDTmENlYdjmCSwWiu9auyYmInA+ral87JVyveHr0OcojVmzjE+yZgRjvCbdoQReLOtBdq2hoUHBF4Gdt7Fy4EZg19vbqy7QxGDB+QhaeE4CBAd8HvflMVPF97+76w2g8qUg9KyZNvvO2bv3/SrZfZeCuxiw+V7w/aPXCu5FNwS1xmVY/34vbF+laz0kVMbnYVwcQRsB0QRQ3xQ2Sn/fMAAbXKWIbaMsZIkQc6syvg9jC4A8geNHwMx1DU5I9zBi4RDXptfDcXSbM/6RY+dMKu+PLnXORy3aoPF3xnfa/cK1jzhJvvIg2gbA8KFcHH63HrOMMdb96G7eqOcov6P78PYvncBzzc4A9Yd2qyO70dO/5xZ+zwa0+cTE1/pllWvxBRu9G+rexAsiBmzxgvaFXeyZigLCsBFKjYEJS9MCpb7v15/v81LHZe8/Ox6/DGhTQYUFqoGiIcPHx6hU4LkLt/kA9rzzdpYHFAPdhWOlXLRuJnsFWtqId9tADhqzrBKbBMdSK6IhtM4TXURhgNOA7jRo1ceq1KPE9+6/l9oPcwGsOYcqyh4tdj9zrvVZZSIKr5Q8e4F1b5XbDWwxaDxVGnMpgJJgL7gN4npIHgiffe7CZ4kZMmtmngTc41ePYfNYLfs8Yg88RlFBW6EMzII2deNgDHyPxIybjnmkKAufE0ohU8vP949mpXF9MVYuuFPIKmgF+cAu8NgKZMDFyjBppeOxPmRmqCAi0MZ78uPSUgM2mtM4p7aMwoUsfo2gDeU04MrkGp9EFidvp3y0VypGz8gPv/Gvcs1Vl8mWS66RMWSEnhwFu4F6WBUAUkxQEDBu9QBu3Ycfl+GBfqlpXibty9YixggMUw4lP9hKCOCuAU3eB08fkxN7n4BbsU6Wn3eJFpGd6H5aykdOI3khL0PDfXL4xAlZv+UKxMktAlBcAdYuh3tGzbOZeu23WYMepx0La2VRU7nGtrEzgjWBp7sKwIolHciacEUAWJKpqiVwY/N1ukXhJ63UDgnMVDWgE/8Lo6TAWuc2uCeZIEClbskCVcrSdHWBFUQhXW1zpy40U+yeqGJMWoWCOU1igJw9ffq0Ftz1ZAZSTHo+vPy7On84J9k4jlFxg8E7blozwVgAACAASURBVKSgX48LzI6vmVlGQ8Zo+UVBWyrHUvlaDLQRlGkpFtb8C+GXDuQ4BmTK+PL166DNzxXHBbKvKFk2HWcybjht/8CojOEPgjb9LKo5RyOHLlV29xgDwupBbNtgnq5/1udDKyyUqGlAPKW5uJGJCtc1i/aybqC62LGGGlBahlnL7JXLbhvaPYQ6EytsAsGfE2CVh3HuwdExAETEOXJfhgeNe7wybjSZE8a0xRMTI9N44rKxFb5QvWiiC8hY6Chyj+p4xUL0bMHYswV9Z6sA42crtqiT94q0JbHdmAFbYfVmF3FWmbpeDwYBd70tuiJs0tko4rmO0TkqNSDh/WxFZj98dpHO2a1ybLOEzR8CZbPj6kmD1ivR3AlUU7w3UwhxY4/ZNzvfOpmPm43HdfY8EzRjM4DCpgCfRHBvJQKUOeWoJqUCjy4YxrRQIGrgKQQIlfCEtpJheQFKfC/fwafh0zEl3JSpl2Sw9kAsi2CKPxZaxaYoe6+lQHvWnRGf66z2ThSInAVGDhTnP09xV+Isc46gl+MVilFqnAcDv8lEUTnrPgj7wbMfA1BO7iGAJY3LwjcqcTxBiu6rqAht3NqpuNIyYKL7h2dSgM37syKajJZR1wfPjV+sbyF7W+J9lsYP651z7QVMde3zrPjpTEsCtudbqIkAtVEjo8PzsuJ/MUOHoJL12ZjJ5qNPWaz9ELn+WMldY5xM2OtxkSzmd9n8W21/HXNPSPBWVDRImCUZXHuVeB+KJ58ns4Am6ozHwXgxhk3Hl/sC4z+OgO16xKvluw7Kz+69S6594U3S1NIs3SefkRXLV0FJVUFJIvC+rAHuKWZkUlGOI8NTpPPgTpnpPyktbe1Su2yj9KMkA2OXypjMgBijOoClfN9xOXV4tzSDKVuzBNmiZw6rguyfqpAjZ4Zky5XXa9zSyUP7wWgtwrWXod5bg4xXLcR1UR0EmalNtRWyuLUW50NCQo7lQQjU0BKKLaswHiyXYTFe7DeKrgS1YOsmxnEsEhvwjHW4WWa6stgux5ZMmck9sHdQ4ArOcS4lPPCezwHHvxaxbT6fdIfWQun73wR1PNZbVVmsOe4RQI/AbWBgQFk1/s2XFfe18BSVpIF8MVBjCQ9keVTWzmJ7gycAcx/r9lgGxPs/q9fT63n2o13H/yX7w+8tykq2+w1Gk3fyoH7gGjWvfOTOpbw096eSy/E1wnE+Xvbctl+88wPlewrcvO8qz297maBtFGtLS6oAxVH+KGhXUWVJNgRzCqhwb4xzGxoexRxN6dwRzHMPMJGhexigbmQCLB7d/6gJiDW9qKVO6pHsgs5pWl5Gn1GTXipR4JfJJJjv8mo53T+ETFX02gXgmwgZzGrQYjGrjHIGkfLHQVus/GPgFmd/FVegs63MWCklsigCJcVAYjHFFU9eqc+f7fu+sP17ySIrciIdEyuPXPDS+8/EMDmlMp/lkXxNhXJqY58NaCs2bqVAjb8/H2hLN5DnmRX7WXqUVRdR2QWUNxtchOcMG44bhapQLSdVMXNrs3hdFruLs9WF8XfTcTTQpk1JwBQwnmUCMQuVCF4en0Tz4KlRWOK0tmu0po8GoELQqxULRcINxx3NTUvlpoo/OEIB8/SSZCL4Iojjy1fTXKBtPsAW7y8HbaWASTHQWvCeCsNCwyH+e7696utHhR2fLoAybTCtgMuKTcYB7H59Fcc0d/kKwpbzwZe6BxQwFTFqYpYrFIed6/nn+oyC2RkjCzxnn0GCbswv14UKWtMkFJxTVAgUnGRZC5QPmVVL8Y/nx3+P3eOuDG09BEYmrA8tLkAlG0S7si5R+YiYUdR7ImgNY2TnC1mDIeaKa1rHWz0KoeF1KDPAMJ5Jxu6odRHcSgSdVPjKIhO8GgAYmx6WMuwLdTXyNKi5xk4IZBV0fnGKKrgyy/D++CAYtm9+VV7/O2+U7knEYEHb1VdOytP7dslVl18mJ051I3yoUSpqmvT63CPsZlA9NST547tkoL9HKhd0yGLEsHHf5cHMlVc1oVMVyu1OnZGWigE5s/8hWdVeI9sf2CpDYEn29szIy15/u0xWLtA5aK4Ykfvv+aFcfNGlKBmyCK7SNskj828U4IvuKXYubWvMSTuUKvtKToNtIWgiAGTcEXG5AjdmmDK4nwQIQFR9LUqH1FmXBgV1NOho9GFsFBjhPYIIsnMav4Zr8afHouWg6MmUMS6NTFtNDQr/BqbMsyN5Hh7Dn319/UnAOkGge758DcWg3taDS0RbR2QGHbA5OIvXrdV3LQR9c8mf2Z8FlBWMrOTzAMZsN+A1K/Y11IVzvREUlXf2UP65iDvfgZvvK2evPZmSbKp+hjnjvVDf2Hnsp+5d6l0a5gBEfUgyyMM/SXepJgaEfc19RNDEuDe+yLjxuzzHGNg0Xo/zRoM+j89GxstR8w3MHRrQDyA5hPu3HiB/cVs9yssgjg16JFQGwXnQjgz/RmBFcKdD4oDFyyNejhmq5QoilSSgq1Qn1ZIjnPgou+2LnQnTFgvzeMBilJ1MQlggzqQULpj4qLl/n0upxMLtbM9YDPz4d4sBNp/8UufPYrNZYC18sRR4KKUwHEwlWyzDtJX63tmOQ7JX5vtCIvB5R8YTzf5Z6iTpU6fjnuw+s/ADOOUm0leymYOyOgvQNtcjFBv3UmsgO6aUF8HeRIwN4msAxCbAhbPPXF31BKz1PdLeCLdIrhFCv0Oma1qRVYQwaLZWgeWlLAxYBeo8BvQqY6Nim3dFNJQyaxqL4COLP9gyW4dDhVZh0O6zAW3zGQnzTf9cbdzm/S7vP1nIprAUpDk4CDFX02AkiiWZKZPF4HXGn7CSfqgy70A93f+h1l24IQXL4dqxC0H38qybdpg8mw1Uy5wgB18iIFfQxf6N1NVkURU8UZDzfUAcZQNxXKi/ZG40KgYaLTwPq6VHbAPvUa3/UFIiYkJ4bv5z0JYwDwH2ezNyU7i2yhPwlbEZ/Vx8DgeYfh9a7T+svXhf81yT+DcOK5/KqJxGCdk3ZFJySSpTyHHAs1Yzbgotl7iHtcW1MonGkOpax5hVYnxqy0ak99iT0tt9WlacewUAFBq7MwmAjBOUUA6g7tShvXLBuesAzIZQ5gOtqmZqcRz+sbQGtkHF+CjYs2fkxIHtsmzpUmladh6YMp6nHmw4Wj5NPSOVQ0el6+mdMtR7BlgfBhYA2dprbpW+qQbcCucHABL3msP9nHr6UVnW0S7lOGYQn002opcn2UEAyUYAr44WsCWUA1Dc6qbEPdSiNylEgbbbon7je1StZNmYbdrUUK/n5z+COs5PDu5PvqjECb7oe9MsQT1HykINwAXsmaE8nk3iyZwRxHlcGn9vaWnR85GNUyYPwEAD2zlvHMuE3TNw5v+MlUrDndzVmnXl+jbxjj/J+kr2WBQW4muP+ytcK8UELoELPQh+/lKeNjVXuP4j0Kj7PrRjc3XopFH2/mhIKCgLhYr5OY8lA6bX9CLBgUHGLBkDivN7nO04wFHfEN2SNvecN2ff6RolaNN7cpdxiDOLW4mR6WcW6jj64E4g1m0YeoGuTjLhjSjnkoPsq8YaYKYy1zfPxf1GoDcMdyvdsgRwo1iPY4wJhWwb4TnwWRlCG8wtGoBnaDlWANqyA+MCx1FsDKLSmKXZTNRcwCkrU4sBwmfz/VkyOnoje554MaeLfK4zpAHkyVEZFOfXiMHD2QCuLGjzsT+b7859x6nlFCT93IeH9Hw/qGQGd4mzOOYrBtrsmQJbEjZRkiXjjEQAbb/oc/8iTFv8KMq0BJcW39f2NQiirkGMTM/xA/LgD/9bNmzYKJde92vShcrtM5V1WgOqDPEIWlgathGZBi23yDijYCH6uLibeda4wvLSV+SHnm8MihkxvyxoS9z1an3aaDpomm+d6fwG12L8fAXGX4k6TgkjBeGdTX5KLf+UaaOrTq+XGBmBGaJAS4q5hjsOVn26VVMZVQCPtcG2fWcyAEEqZ3Nwk1UlcGFrGgI5uxedYwp0snEKugBcFNzQzxvc/pElm3gqPFYyY5wlNZ7C+bUcGBWjPq7FTvnLCnHyhg0cm/M9xCwlsUjGfGgPygAA/Rm9tpiPL5xBGgStLOmk9Vkcw7rkatZ0B1r3GofDe7L7oIJi2ADdhnRrqvsUgK4eYOb00X2y85F75OZbbgQYRKwWjByE2aOJPIwcsqNg4VqQVEA36BWXbJY+1MAalRowZVB2MwCPUFJ1KM9RNTEoI8cB/k53SlU9WlqtWAemDS7KfLcMHX1Ehk4dlEMHD8vGjZuQ1TcpFzznehksa5Gy+sV4BtR7Q/cEmlRlKObbWjkgRw/skIUNC6UVddyGgF5G2AUA1yVT2AzWjHirHPtZXcpg3WprUE4DDBV/anFgrCf+zrVRC6BHpq4aXyKIYykQThFdwwryMVhMKli0EMWAUT+N7bLidld0wXJNMJaNIIwArbu7W92fXiiXnzHhgJ8NDg5a/bVQlt/3CuOoPIt0LtCWAMYIPMb72kFVMfIkXXcpCMzqzXR5Fhqe/t25QJvu50iA6T2QoVc3/mx5xM99P7n7N0vEqNtT67GFkiYwxhSksY8okwyitl30Qg7D30kmeJLFdsfHFESqMc9SVoxbDA+oADEAYhUaJB94ML6rLk6cC8mlAGFMcDCWtppMnMoJGk4Wy0aPAtcmS45o1iqzUQNQHWeoCjoxjID17QWYZIM14EplC5X5plwg2L3ti8eKMm02oCEoMwyWD1DhIomXQPr7/1/Aq/jV5n7X7ztWerGCjH/PLt7YnVnsKtp7LLzmU7pF7zLJfiv+DKXOWQzsFjvDbOYhc1QSXFdqDOeGRSnmCMxZUvfO3b8W8+Bjn6wdjwmKXDu/0NzOU3Ki1DldMRKkcTPC4NGNmtOA12lYS+j/h393fPKD8qsvvF4WIuNry+XXSGf3BIJRwTNUN2jLHLJpBG0TZGooapS9MWXqrizdS5mJYHdDvsrI2syic89uJJ4NuJprHIqCwQy4KLk6iiwwF776fJn5zYLY+Nr2vdCyJrj37LrGtNm5UuWgsSHh+vpZsvayrFoK2gqelYI0uCOnvd6SMmbGvCmgxw0rAwRlzu9qTJsCIsbjEXgH9zeVTEBHBfJE2S+l7iI2xN7Tf16Y00EbwUak/wrdyql709hGgrpCmetMm5aqoJsTj64ZjwruAitDplfHEkqQvUCpKKfIFADEgWnLKwvHeCwE6dMlDMDAQrUaqK3gBEoOhg2+AUg2BqZqSvbtfFye2rdfXvGq18nOnY/KcpTWyAFsjOQQUzbTBJCHOCwydOWI+4KrtffYDlna2sDAQqlqAAtW2SZDEwBDeKAZspoAglU4bt+jP4MbsxLtnMB2D5yynqXd/XJ6BBmmjUtkw4WXyM4dj8mGpS1SVdMsY7UrZAi1tPgs5QwGR1eEapQOObFnu6xc1GquSbh4p2uXyiiAIh5G477JrtcwSxRjkgMgrcb4NdYBvLF7AgKS2EVBk/7AyDc1APBRBLAob0gimAJLk0Om4OjosLaeIglHEDY6PBhi0FI5ylprrNHGemtk44aHh5VRI6hgKysCOMaqMemAv/vLWbMYCHkMF0GMypnMvk1AlsceR/vR90KWzMju9eznMXD7ZUGbB9hrAk3ERDtn7s/jgM2f3TN3nTWL75nHMj5NWbhEz1if2ERf4X0yy8MjBHgwHFmTDXNLHDYJuRD3HDcGO6q3qO20rKcuY1/pZWHpq9HxvLLuLqdcB+i8YA9p3C4WG+9BQdtoHswcmDZ+Fuq7lcPNPoEznh4cR2kcAYADCMRVCpjz2790PFlN2QkvBryyyDbOEswO3NmonljxzAVEflEQmL1fX3BZcOb3mr2H+UDb/A1z5xmFEqDtFwKARS41H2jT8adyVRFe+mepp4hBG8cuZVyCYvDgyygrRy3SbCX2s1ksRY4pNv6lQHj8dQdtJLy4Kcep2CCI2ViaSqOsclwe/OmPpHPPDnnHH/+BHDn6tOzeu1euv+EWTdMuq12gQdUMOqWCn6Q1R6WkzAw3szNDBuGysW3mYFJ7UpXv2byKrYmz3Rf+3WJCPbvmz/ac6T2nsWvWMNlCPjUuhE+of1tsWxzz5komCYRWIGQAzQLxnVVy8JciFH7Gq5a6V0trKP7SNRtiKp2F8nQYu2+cm24MsmrBnaJxT7qGQ2A37OBpKAZjoci4RArBLxvYF5VBwQ0UB30nLEe0SR2kOXBTF2UCWO3E/reCRxVQ9qzGwpA9tN6ZWs2fDk26O8NY6v3iDVMCbOwIpliteQTQA6TlsSHIpjHDcxLsE0EB6GV9bstIBLwBEBKU+GBGZ8X4gGx/cCsq+9fLBZdehfY/bP0Et9/BB1BAtk6qW1dJRd0iuH8Yu2bArxr9RxFWL2M9zyCODbGkiG2brl0mefYPhaKqAtjT2DN0PGgdf0aGT+7Fd0bAilWil+gC2br9KZlovUDa1lwsQ2CumuvK5dTeBxR0Sf1yyaEkyAjueQa13CYxf3VIoqid7JLBzkMyNdgny8DcjVa04lnrZIwsIOePbs961m+DGTeRB/MGdy/GqaU+h+dAMd8ZjhPabPESiGtjTJuCeU4UNH4t3JVkxZYuXQKQBnYRLkxmo/Z2dUtTM5IuNHHJMjy9xEdTU5OCsnhvcn0wa3QK1fktxs7c8XEsW8y2UYKYTkv3Qrw+kh2QAW2+bxTI6LpJ3azZXeOfq7yi7I6SGtwQyIZ4+LFnw7TZ/rCkxVQW2V5396d/lr1Xz8z2feHgzo05gjGOORk9Bb1E2zwvM0ZZ6BhuSMpiTxZhsXheY4KdEZIxtbXv5a3i50ckY9h75K2NjXfMwSQaxkpSnvB6LFFDPUCSgCBvEIt9ZJyJEnh+dd1SSCBGDgk6XUhq6M+D/Qsxn6YzLdYVJT/mBm1ZRREjTlXSkb8+HjiftFJCtZQSKSlpg7CKPz8bpsEXjV+vmEKf6735AuXPxj03FwArpkTnGoPsZ/MBlPlBmz1BHOCsmXlUXtHP7LjrXJORcHAS0Ju7UZLMUPxia8YYlNQdFwoUnsXD/jIANqvwCi9Hc5g0ODJ2wK6VI4O0nMWC0Xanrb5cPvqhv5XnXPlcuegylBCA+lu6uFXu/sYXQAIMypbLrpIa1J4ar2wHeGNZAWwpuo6QVUa3lI1PiHnixmPRUbxNhoZxUv5Mlpgx/6vUGMwFsM7mO/Eeivfk3OOWMmh0Hbq7zgLxDS6Z887AgjKQFMohMcGP10fXhAVzS2upCiYWBGbNZYiNZSHLFgO6+PjZI2kgKwZ4CiI1VsQAjgrEYDz5ePJew87Qp1HwGVgMXc9YEfyJhknBbWFGj790XPU69j1PMDAFi7+YwFLwjcI7dzAYA+qszFS2IQGnQeGFGCsDbZYAQ9aH98kFqCVMsCe13AbNCVWUZBeQichMOfxHN80oDrMyCGwJxQQEq+jOxIzKMgAaAK+BU0dl8OQx6YGb85LrXiJ9KIdQhvg0gtnGqmnZtX2rrFhYIzmU6KhcgPIbAGdjcMNSJjOjrizfK1MDnbKkYwEyI5HYABdm7yTcggCPVfi8ZrxbFk90ShmK5uZRNHfdxnXy0M59cmywQpZf+KsyUtZkGd4Tw3B/VqHDwk9kDfZoy8JFMlC+QHuRshYX753FfJvRuWroxFEkSvTKquW4H9xr7zTiyQDcCEbpAq1FgFtZHjFJTHrA+C1i5wK8xyzTickRWbqkXXr7e6WhzoAYM08tXBcsPYDbwtYWZHiiVAfGt6enS1k2K/+A8YS7c8ECawrPz8iwLVq0WN2fXmuNc0x3KWt/8XzxenL2x8t/cG3EYC679rP6UddeYFldj7MkjIc/+drU72UASOLmz4A2j03zONP5JZkfYetV47UiwJa6a9Mz8TgyWH7P8TWcffS9QZCW1fkO2kyeBNAGOT+GagEjbDiK9zwZRPeCxreZB40sM2WU1s5TVj64WbGGufbqUCTZpAv1CCUA7pXtsOhBoStU3do0gIxV55/K5OFzlvoYY883GBjTMBL4fOayRawd/g0yMUELVadlkbiOFLTF6DAeEJ4kTleOhWjpOJRC/7efLxY+2WuUmmgHhbFiyp5nLqXF81qphtQ3XepaWYGYgLyMYJ11vYhuPvsF+z93ZDFQHZ99bkhAJx01y2xWgg4gvlIlZmctAInh5LqYsfjMdRKUmGar2XltMYdN59k9oYjgfKDTn+WXAW6lRxtbALuIFtFEBS0pRBGoixSROPku+eTHPyFvuu3PEJuDzDUwCdOj3TLZ+bh8/c5/late8CK5/Hk3yVA+B9BWq5ySVpf3iuQcG1WC3MZ0nYKeJ2ijUuUGD+jVEhfMWsuuwYJ5LLLOfhHAlt2PPscJmAhugOxcF78XZlnyk9IApJQwdwcmx03XDwGUskK2qLxdjSooHZvCHpk+Vl5KJR6LWFk50+fPqY7rAKj4nrumE9AWgn2nyULpdY2JYI9OP6/JPgPelYhY12sHt2rCLIbn8PtyRi9Zx8GVq59TkQaGMpFvgcErBdpsvvg9Z0gC46Z/c8URMBOnwVzAT8ag6doMSjthSAKzqXmiBLI4lq7FMTxjHhmlk1OID6P7RsEJ9vTYAOLOcPRMXrbe8wNZv2yRrFy7QUbR0J3M1TjiySwbFQoNraVGO3fi+BlpXLwcsWQ1YLjQzgmsHu8f+ZVwXQ7KWP8pGenvkrbFy7APUXyXpSrYMQF13spO75W1i1o03u1bP7xH1p6PdlYL18hkw3ot5aHJEbqnJlFqZFxO7d+OJvF1Utu6UqZwLjhHcbMo46MuYuzv8UH913fsMDosrJA8PsuDAaxELB1jmBQogVFrxLw2AGw1oGRGE5i16YkhWbkctd8aaxGr1ov2UXAL4xgqW+JfsmtU/AuQQEBX5fFnjmmXAyp2LeOBeCnO5ULEuvHvCbB5bFtViRgmgjmCO1/zvIcc3WShBEjsFnWd6DrNgUx2/ft6j99XgiVxjZtsp+zz66rx4v7OqNSOX8NlRLEs1FL7s7TsNdMudos6eLSfhiOcafSs6Kz8iu9J92cAgFl20JligjDfx3mAK/Yb5crgPPB6vK4ybawboy9MbgBtzrKPgQVmj1LW3qvFZtBaeJSBGhBnP3kexr5pYgVBG7EfGTcCQmaq4t8Y4umYOcqkJ36P+4/14PrBsrHH7jAQ3CgLAjND22OlKRf+5I5OFbs+uc8GFNlDepG+QniQCKuCQNrAQERU7FyAzM/tCiRG2gmoCpZsvDh4nKcCFysOHAOA7P3PWvyJjzodowLlmokJyzJzs5SJOiIL7nbWuj5bIFNqQxQAnMAOFAc9Bto8EF+PCYxDFB+fZNuoeg6ZLJY554qNy97Cnnm5dHwC7R6BtsTdE8BBOTaLC4GshWTWSvEA11JGQLFNnX0vHjcqa1o+0wBttIinYN3A7pVHfvAVGUUw6At+7U0oCloPhgBArnxQfvLVz8IyLpdrbn6pPLnvALLPFsia1eu1Tg8DrmcQMD1JpUWBHvYGWRVeh3FGHBu6TSgkYkFUTOjG+7IUaHXRUur7pYWmr2cDMdlXqfEtfN9Am7IwzipFRSDVKiS4iCioxG0RBKK3a3FrNTgbTFjilafFy9is0GuQ73mWnyswK9YbwAvnkgKQ8V4saks8FckofuKFR60Ug1nO5MzowmBdK5UfgQ1V9yMDhPU8fFZeHy4u9K/UDgP4ngJBZQO4A4xHdGXi5TpYEV3lmAL2kJkZ7tnr1vn3Yjnn8zKX0aI9MVWuWC4qAVYVrkHQpiU7eIdkzSn6I9Cm+1Xde/r0einoMC3tkcczovMTnrcWjAR+Zy01uBmrJgZkemxUdu3aI63NjdgLFojfUN8q1Y3t0j+D3qCViMliHA7i3hoEAOn4QRTQnZC6RoCvphUyOI19AhCm48GsUyyiYQC3fN8p6WhGSQ2EJkwDzB3Y+YhUTw7LOZsulgf3D8iacy+S/tOHpampRSpql0g5Eg/6wVKUVbMXKZNF2BprTE4fOSDLWgB8UJx3qrZdhqcgY2pQq00RAmLXkMWa7zsjvXCXLm6ultYFLXISpR/60Th8JXqcTsE1DFUsjWDemqtR1w3PiKpashosW1MDmDOM5fEjh1U2dSxbri63Z555BvFozZr1ySHNo+zDyMgQ1gmVOpM6rIwDUUp7e7utMaw79g51UKbjEfYi15ETJv5+sqYIrsJxjKmOdbdlo6cvreUWuR3dMxaDvblkTyLLE1mfZl+6vHYAGevkWQIlvBHrTv1+iDnze/T7Uu7K5WfQFfpZ5vn4Xnb8NBEhljkBnJrssHg1vlT+Ql6Nglnl3ue5yLAZWCTDbIDWW705MNXMUu442JGMf04McNwv3eLJc9F20Uc0vaoGegB1ip3wN9tkgVbSDNY8f8fzkf0bRLwbGW9mmTL0Rt2qOiiQHVnQlh1snrwApEQH+GdzLYo4hqPURPr7WUURg7Zi33XEHH8/XoB8v5TSL3XNWcrqlwRts8ZzHtCWFc7Z54nPlwV3xQT73EybCVzfKGppUTlxjWXAngMoBWtqwdPPb/0GyY7wu8YYmUvQXkRwDisC66aKwBgCPSIwKC6Q9L3wGX8vpazmA21+nlJrN51/CiHeB2JQ8DyMGpgZ7pHP/Nntcvs73i25jgskzwbVAHV1FaPykff+ibzxTb8rjcvWSQ7WcdlIv2zbep8WX7zhRS+WYbiTEKUDfxTcRHDzcNNzRGog2DmGzFKqDDWcsuuz2DPF+6/YHigduTXfbvPPi4Pis/l27JpTq9lnPUy/xWCoVy55KQmT/EV3Qcq56Xgkn9pvFJjqGsGi1Cy8cDLW0jLLNmaYLOieipHrtAYuL4Kyifw4BJ4FJnsmH79LkF5bg+BxFLUcRcFXAgnGlfC/PFwn5fiuBfHTp2FJAHkIdwaRT8JVZnuBbkVzr9Kl6gy1PmKI57R9ZUohcccGhlt7HUbr3FnXWBEXWofMYgAAIABJREFUU4bJHgmxSvOBNppmnnSR1H3THWoxU3UoOjuOQOpcdZ0MjYGfQv2wIRb7hNtUwSBi2KqhoIYBrP7rv74pN7/4FdLY3ILnH5e+nhMydKZTe3wu3nAB2LImmaislzyKh9ZXAJSh/+jkwAk59swRWbUBoAilPibIuLH+Gkp2MFasDudpQpxbz/6tMJr64S5ERwUA6HPOu1C+8r2tcvFNvwt3UZl01NLtuk0WtS1GZukCKWtZAhOLma8Wl0RmsaFiUs48tR19SPtk0fK16LLQAcjFsiJgAVm3DgC0FuPWhDi5PVu/C0U9LNt3H5FXvel2ma5uRWA4ExCQlIDjVnUAmKJ3ai2eYwYAcuOaNZqUwvZWqn+wZmj00aXJWLR169YY2MB7ZNLIwtSg9IOV1gEoQHHcVrhQbQ2htMPg0LygLZ7/BNQ5kxvWWCI3MzHSHqhfjJxw2TIXaPO16WsmlZtFksuCHoh1fil9lhgmGdDmz+HhDLH8dtCWNWpi0OZgmNxrMibcX6FUjTJgXNHOpoGpVdcl9iYZz3GWclIGneVVojAQBcpWAkTlVGAtWXxdY3WV4QMQD+DPS/loiY8INPu1ZwDQNHYUe40s8ijwfH4SSQkovTMMeTWCdUIXajnAI40nEgH6TMwinQ+0ZYV3FkSosg7oMZngyHKfT2n6d2LgEC8M/z0L0OLv+eTEkxnTx9lniP8urRSDpikCWgvAUlgc2YSFpKSBW0QJjgmLKUFTkUYrcqPFQNtcVnf2FDFoy4K8oC0KANosHpBuKy5QjV2yFzdUJf3sFBjM9NIJYAyPBd0bcAuvoFSSP0NsApWcbjBaO1RmwYXt68nnt9TcnQ1o83Ux1/zTvUJXBesrzSAom0L2Z/d8X7Z/55vylx/4kIxUIUaFLA8U1u4ntsmTD/1E3vzmP5KBabiCAMBqUBB0233fl4M7tsktt9wka8AKDMOlxFbXk3CblsH9oowOrHsFGWiOqO1sGNHM/ndzT/9ct57MxbwHzXHA2UK2YvsvXg865+YVM1BOwUdXeXAzcF3p/uT6SVi5FNC5m9P3ka0lCkeLB+EYkqm0FQaowUAiTWe0JszMlCQI4/sEWmwdk4Ni1QxPNv5m0VTN+jJ5ZawHGDOAFWAL6Rmv1vgSrsdhuL7KAF7sSnCf0AWmLBv+RqFlDd4eH9E1o5Y07pPlMawlXbqDfBwoAvz5s8DJ5ASt9dT9G+/5Uuvc3/ex5HnU5ck7iJg2jhfj2jTBQeP3Chect0OiC9XluAEKsAYMioYSqkDh6fLBYwBdh+X+x3bIzS97lZTl2i15gXOBcIKR3oOy45Gfw4W4SlauP1+GqvA5WOdKJAqwBiKi+6Viali6juyS9QA2w9NoK1XZhEBrsGHcD9Nj0lY+JOWn0RVh+IR09ZzRArvbDnbJ5Te+XIYqANCQWFCFrFL2OT2NGooTY4hlW7xUck2LZUgAIJHIUAXjiuCqHjgpP3xGjh94XBYjOaCx7Ry4mwCwcQ7GsMoE5g97t+fwE7IPyUaXIyYv19JhbbgwYbWY22awZGTa2JS+upI5fGjsjmSFNavgekUsLAvqsmfkqVOn1K1qtb7ysnr1agVi/QN9Wq+NUo4xavyM7y9YsADnqwTLNqJAoRjTpkBfYxbtFctuNXB98wVFM0tPZGI0ZxvhqdzlZwQfbjj7XvfvxLI5Lo/kcjuR7X7PwTuS1a2unwt+Bu9MFoj53w46k+9ojGKayUlGLY6rTwBSKJFBN2QYQfvBBKSQfEGARsBNyoznpFzmfPBzixtkQdy0xp63BLNxMp3F72iJeCY8kMhVJlCjbINeC54IRYA0KG2fTYJNo1xjuZEx3NMIQNzYBJg3FpNmrTmGioRuJnThjmG9MeFNs4WfLWjLKsJUMJkwdOoxG0dWDHzEi7HU56VBVaqJsovBF/xcimZ+RefujLmPjLPOYkohK4wTVjf4h9L48/lB27MBafHdFmzuIo+ROGzoOomZtQDQaL1r2yb65qmIw0LkeVkniNlT2kJELQkeS+xG9sQWrqqwTIEy7+XoMUTcNLFwiOdsvuc+27VRbAYTY4LKii1n6CWCcqmvmZH/89EPyaXnni/XXncjYnVqEIMDAV2Wl09/8mNy0403y5r15yEzDUoCyrypakS+9K+flEu3bNRMsGOo9n7181+obrOJcsTLlLPEAMaLRTcZywCLj1ZcOQtwkhHymKj5F2RR1rGYe3S+U8XjmgVtcxkJ2c9sfVkKu0GP0G81FNelw5wp8V6KQ/dpONbrrXndMXOlpokqSdsWFeoWhuEsGiMFGWhPMFAPZVkNxJGDG6gazIyWucAo0z2YQzB7HYBbfmwEYw5QxEB6smO8P7WK87J/xyNy4SXPkdOjOemFe6x3cACApB7B5iiijOr1UwAINFhyYIfo8mOaPlkoRimyVZErVjU2qBOSZwyxcxFrzDFy0OYM9HygLbufs4AurlHnoI06k0U/6ZVJakSF8TWI6XrMmEpVUKrMFHGDDQJXjPdMabD8xiB6fB6Txx57WK5CW6r+SYCV8naMMtgyFn0FS11XOSQjPcfAuB2TtevP1YSCPJrHl6O3Ins3VqIcxgwayI907pIpsNObtlwqZ/oQ51XVoE3PG8rQcL7/GNNO0cxdZB9iwvpwnctufrl0jlTAEEL/UOwnMpM5AMCWyhF5atd2WYJs0oamdmSLtmkpD8Z1E+kwUaQKYGu67wjCHHoxEHWyYBHaaDHGDWEM9BIM9J6U++/+nrzudW9AFir3K9gz7HcmJDQAzDOztSWH7gRMmsA3pwAG161bjSxVpnVYq7C+nt4ky9MAsK0J15N1WCv8k43Ia8DqErApeMN6IdjzPqLJlAS2in8rK6zzljWlGTEQ3gvydZZBHoG27L41fZl6WOxvc9tn3ae6ZuOY8Ez8c9aTlQV+MWnj9xEDsGTPZPaJj1+sD/R7UdKCyoUQnhSPuekqxsLaWqdLVK+dhP5Y0hhDL8axh7P4wZ45eOm8FA//DuEtSekcjBeNm2n2NMXCs76/3kaLeIiJOzSUTDpy0MnEWQyhJWEwdo6AbQiJB3n2IkUcKceEc289TdFtgZ4AgDY+FfXFLwTafED9p0+0W2pOxfr78fHZxVWU/Ykl1Ry/x4sgXvRn+XU9bPaGSIWaTX7hyxdRqft2N4Wem4G7GR+8LzI/6y9JtMz5qGcD2jTQOgZttBs0RkjthyCcTPhTUSrgoDIIVkAei46Cm+0+CNYo/M0F5tFJqXtdxyQ8sGM5Z2bcQnIrR5d5iGmYez7ndhDOBULsfuyG1P1WPiY9z+ySL//7v8k73v0BUwKIl5mAq+bUUw/LN/7h03LbRz+LRtaoVg4XCl06MwNPy6f/4e/ldX/0v9AuBwIZAcfH9++E3T+gPeRWXPpCBDuDUcDGrM6BfQssD113ZuCksGm+e3026/oXPdd83/PPff17lXbGc3HeTQBaHAgFFghKFVbxfFOKJZnHQZD6avEsS2dufY/qdQlyESfFXNwGuJzYy68hVwFWDQHkYD1IXmrdMhgaZI60SD2+Q1cW+0nm2MNSY07Ink3L5//5H5C9eFKee821subC5yM+qkZODSO+BUodYfTq7ppE2Qm2HspPoPk25o92dZ7V66HgJ5AliMtrf1BVGtgY2oia9JtzghFTH8sbf96s3PJsbFcwyedhAPnD5sDXva+foHQDC+CgTRk4ZfIoyexnXCaHyp/WfgXc+VqVnxXc4RbW9lfIokalNZBSA/LDu++Vzeefh3kclo5V66VPOhAGQCBrrqRxxLkx7qsMCTz9aOx+zhokJ8D92QdGbRLAjHsBmBpOSoDAsR45snubrFuF8hz1qK+GeLfyPNyr432yAv1Cn9z7tOw50S8bL7hMlixZonURh2YWymh5A+aGMVqYX9Rey80MSfexPZJHqY11azaBRWtEkV2AOwCvSgCtGRTzZfzaIMDkqWO70Ci+Fdmaa5RBPHjkaTnaeUqufu7NYDbAyCL+jQwH2dhq1JJrqZ5GMgK7JmDYsKeVfQTYWoy4to72ZgSij0gTEg0moWw7Ozv1cwcslI1agJguNkIHylPIRyYm1CLbkPt+EO2pVJZikcbAR1uDBd2hstD/no3bDGQFgjarx1zvxB0DVM5lwFocS+bgzO4n7VXr59bnw4KK9bqv0wRcRZ6VLGBzMOWyXfGC3lNh8mKWbCkAewnTZgNC/eGhO/zbCtsq32yGHuaCMZkuaxO3KBMOyIEqgLI4WH4vzUYNWeUKuiyEhlNhzx5hBJb0wLnY/F3HPDBzCi7Z6J7nTdhQeFbYDktr0nGE0b4NemEUyQcj0KOMbdOQGia0BfBOOUp5w04PGjFLY9WZNhcOxaxpm+z5GaH4HG4dF0sEiJVPqQmKBVyxa5cCbOnDpgshKxjj55kLtOk9RM9ezOKJn0WhCoVklKHj9K4HXJpQNvZA76PwBGf113xAN/68yF43oRAsNV4/Bada312rv7sbSuM3YCXXQuKyYXIF3UvBOiFQG0Gj5nHSvHSnKPtLqz1E0PDYzBNmQZszBc7SxhvnfwK0zTWgFE1TyARiyv0Y+8BNDch/f+lTEMb18rJX3Y4YmnJk0aGlTH2ZfPkfP6DK7zfe8HbEIDQi3gVqHezbA3d9CexMv7zwVbfJIGpRkQVqBWvw/X/9ANLBq+WGV/+xjIOVG8emK6drlD0eqRBDY2h1M/8/9or321xrnvwDXZYqdLmOsNhI7Ou8sXQHXaT8hGwOjvW9yULGBK9cL8ye4ith2ny9BEpOo8RcMGMtliPQnL38WpvqwYAgXgh7jeW52GpJi6Rq0gIC5vEdspsKVLgq8fk44kcYmE3gNjw8JAd3Pibb7/lvyaPtzPNe8luydNMl0gdmaAguiirMJXsHbt16l2w4bxOUOvpXQiGw7ANdYaxkXg1XKYGBKWlmgVmhTAKUCbakCQU1+XR8dodZqgTCnHsxXP5ZYN9l6zcGhiMlrkOMaHDtOCCb3b7KALMyM648aEw6s67KC/KILkO8mFYxM0F2EUkEACyHdj+BpINdaPz+MoCOGjn29OPSjuKxE1X4h4QDFrjR+msos8vOAeWTfTLUhfprcB/XotSHIDlBalvgmtSKcVYHbbRLmqe7kKCwH5mejQDceWmpA6hGI/bjJ/Oyff9xueTaX0UW3ZgMdR8HkKoFS7YWrlQwoIj7qUQmdx7nZ723ZhhanQd3w2WKeLclYNJyiIxjFym4QclK0DWcw34sHzskPZ1HZGQQmaEoCfL0yRNyyVXXo7gpMr9xXhYU5rxUQ0CxNEj1ZD9Y9CkUCW5BeZDlWNNgxlDsdgzFcwV16hrrKmTNymXq1ma5Di+Ey3F10MZ9oB4JVuXFemBiwgIUz+3r68Fzs1yJlmguIA40pIBzxbFU92joeBEdF4MoB20x8HNGij+9TIjrvNkMW+pqjGUvNVMxLMDrFZAxGJeY5UoY5IhtdCxgCi9lIc8WtLl4jJ/LdagXwnWw5aCNbkQ+O9k0zg/tKGYHEzRpmzGyVsq62zjH2epe+03jtQNIc+aNwC0xgPDsZPG0FpyKOWcqTb+z9lrSpi/sNyUpMKtTmqXK7FnU5UMMG+WFNkbEfbK9HEGfh854hm3ips6Ctrn0RykrPEbKDlIcvfqEFhP+MRKPr5u15n3BxZPn7xUAlIhaLgXqSj2f08MOaJJ7CKDG349Bpv0ed0Sw7DETymbZOiOlvBU3kVoVKZSyjMvZ0G1+gHh2mj6h0YscrooEVqvzYnTdkEUjg0EGgQDNWY16aEZa4EyHp/uETAULy47CBaL+ePjolXHTBWkLU4MwS4K2sHmjmIxiQqLYOBQeV8i0lVpTxUaLd0BAMI5NTUXcd+aIfO79b5E//rP3Sq75XFjudYhJm5ChvhPyuU/8rdx+++1SvXA5lBTcPgCrw12d8uV/+ZC8/o1vkIq2DSgN0qLZd5Vj3fLZv/hj+aPfe4Mc6kXgcdsSufyi8+XYyVMynWuGSwjsA4KiGe7lJS7Objb/548q6Gs5x+njcfXfucYZpq7nwDxqZ4lgtWqBVwjOGtL5+Fj7NwYrlHWQ6JZgLbBJFJIkaIiZNi2bEThuzrUKK7rptdodSjuARVnYVAuXHGKPANzY28/WOTsEGMij4cRG33ypm0LjWGxvakwJlTlKP3ztUx+Q08ePyBDKUbziD94qlSvWa4PyetQca2+qlu9889/lhbe8RM6M1cNtChAy2QvGBan4iGmku05di7wIK53jOTmnBOhUFgRvU6FunTV2N6Xl4JUKbpLWuAqzwLAEFnLWXnARkQFvVCYuf1XuBBnI9lIcd+UcAl7zedMadPoBRl41A9l2OLJxriq49yoQ65Wb6Yc79FHpGZqRm196K8pcoKCuZmgiDgwu0DzitRrBLFcgnmwSTDLDAFgTjXXL4JBGy6le2fvkNpQEWSB1zW0yWrdMGbdpsB6NAFuNE91Sjti13EQvWKdO1GBbJQdPD8mek5Wy/sLrZQCNtyuRpFCJciFdyD5tQSLA4sWLpXuCZUMAEFEnbYT11HC/jWTVRnql88hBaV/YLA0orts/DkMMWaPc11XTQ4g97ZYalCA5evgZ+fn2x+Vlr/l91MICwELsIl1PLPlBoD+DGozViL1b0ihy8bmrAc5Qw409iQEWe8CO9fb2w3iFcQa3eSMySZcs6VDGrLe3V9tXlcMN7z1EmQTDzgY5uEUp5ug6nQRgYFHdSbqgmdnJtap6JIoDDaAtWSc6Q3Zc/C8sO91/WqE/vBwk6U+WIQvMU/x+vL4K1k8AW04nzNKvSfZxYLrC+ZPjAtj0v62ocBSHFpgyv9eYafMxyIohvdcQA+337YkGjjMqkI3P62isqu9H7PO+Png8mIEOcO3JBZQ/HFHdO5GO1kQlHOdySvubUrRR/kD12diHLPVQGkRjWjVZKg39cBnDuoaaaERXKNeWppuSTaOznZmmfJOJUsb+s2WcygzKPy3czphxi7czEiVc/y1fPlGU7CkGJJSg4z2oEDArdr5X3A4ie2yhgg1WMc/PkQhCnmInWVS8UwwaYweV2sQ/Kga+iilrvhdbGukC1BMVLHJOn39eAMwoTwOoKrAoomum42D9CA20FQ5rIWgzQWk3Xlh/ar7xLPW56oPow+RZAvvnH+lTq4/FbX3eg4VcV1HRKXMBVg3MWg5KkQCuVt0l+IxywVPXgcyYjjwOYDME4ceMFwZLjmORTWBRal2aUIuN7hhmm8Yvz5ozdiEtG8Opj4tIptmEPspBuQWwnLAXVNwFQ154PW4qe7mlF9hECkttFi9y/313y+6dD8ib/+B2QIN2MGrMIBqSu+/6LxmGUP69N/6+dMFSZ8YbG4v/8LvflMP7n5Tb3vJWGaTSQl9SKvGHfvJD2QeG5h1vuU2rvBOg7Nj2M1m7ZqV0D4zIOVsuR/NqNIEGg6A0PvcTgILXsyu8z7PnYmMB68aEt4kpXDem0G04svtg9gpTYRVWl8ckemskL95KK5Z7knF7nFsmBBBA1cJtqQInBPfy7GRlh6G0xhhTQm6H7AJHgoVgAwOcrF+8x0QDAjFmLyLESBm2JgSJ699qXLAZs7ktmBxg/SAZTGwB20zRp7LMwYU1hvgQFYJwS1WO9smOH31Ntv7oe9KMoPeOjRfKhS95lTZn6oAbrufYAbn37q8r2P6jd/4tQqFysufxn8jRY3D/wZ2aawbbxPB0WMzWGSNUPFfgxnR97AcmNxCwMXTAxzAyLlXYs5xCBNp8BgprUxHYhknTIsbhKDYs4BpmdiL3QGBm3I2qf0eyzYAjkULI/mNXB7JfCJQvh0GmHQrgAn38wbtlKQrQLll7Ifp74toAXOXKDg9jDiYAggZk/56dWiKDdQonqltkFCEDMwr+cC/oH1pfMSZPP3afLFu2TKR5uUhNo667SnyWGz2JbNFhxLKNoWBtmzy880mpXbxBBnIonzPTgnkF6IIFVAZAVon7yR/fDVk0jv6hS3VPoVoc9g9AM+rCTeSReFAJpZfvl0N7HkWiwwa4shchwBu1zsiIY63UoXn8fT/6gaxcvVo6kFE6WgZUhtjFCWbAc/2wEh8AdA7seTtK+py/tkM7MFRjDff3D0oPSoIwQ5xZ4IydpFwcByO5ZPEilPlAtizWF3uNsn0Sf6e7lD+bG62naB3+JjGg/U1xPXU/U4bR3VUMtHE/RB4bAw9pzFliOCmYoO5Ki5W7y1P1aDASYoZN38+8Yn3PLRjrvBg8UlfE+pExWnz5MTHAUZKCbFPY01741sGZcRem3+N7is+vuj9KPuA3dC8FseXYQIsEY52PgU0ni08Qy3MODAwpiUC5rDUVk+e22FZ1rVK4uEsSn2vGP+QHa+cRdPu46936nJBhU8BmpTuYhFQAhPk5DTKWe9KYQO4NCx9SwEYMw/hv0PckQNQLjrUzjn+aecqsZGa1ctfzJ5PWGC/JT996h4E2v2CWGUkUr95cCBRWBGoPrRaAnsEWgmVQpS/GTDFWguen1cOLc6A8FqYMizePdg5VcB3RMGZwt8IPLEZmfpSh5x19xhWknfEwjCsgUp3C+8z808wojnm4ZBHSyhZVNF3GLgQrvIROTBSgpmqniq3w4YJbiNg4nMfayih5a9d1KyPEJiSxXoFtY9aZHTibjvbv67gWXDj9w5k0B9Mer2LAmtPCrCcovRDwX0VLEC1YqEhY1iCEimt2ZAPdTaiZxF6CqCcJ5UihRSBn8UEV0IZc0OOwDEgzc0YYZIwagahjNi1DCORmWv4orQcWFOS8uUUfGAcfd703CAAtk0AlpoGZWl1LR09rYDHrD0HOOVyc9DGNFq4HKnbr+8hG3yYYKvEeqWy+zz6Jk7gxWrJWUiIwC7rkzSKdQk2ncmYPct0i5b8S6f+f+tQn5ZaXvlzWbjgfrjQGATM2q1s+/jd/Ibe+7s2y/pzNeE4KXDqD8vKJj35QrrjqOrniudejLAjqrmHttiKR4e8//Ldy7fNukAsuvgwdExhMOo2eiZPymU+8X85dtUh+/dbfls4xuNjglqF7iRmlCJ4Lge1khQg0dNYS94kG9OOF/CbdPwyFVvYovG/rKghjZWPCOtT1FZzdwe1tzms7n6aXRLUGU3Bra0zBGdcSVwrXAV2P+GkB7hZDpllzIW3ee2ISaDF7k0rO94K6wPEdHsvGymyUjLxCfc8tUl6T1+Oa4DUI/Ojm1GsywQDDVQemQw0JrFUmj2hWKcaYTHCOCQdMHFElmcorXTyUWzinZ4jtffxBGQMw+9n3voF4pzpp6Fglv/a2D0vPAGKapkblW3d8QZ4GCOD5O5atlxe88Fr52n/8s5aiaFmyXm7+jdfKOFhTdgKYAJDoRUuccjA22ChaVZ2V/dnyjCn9Fu+JtUkXr7IZxkh7sV8+a6HyYmyoRqOZ/ImBlip/HM8YOioYAlccYsV0XTZoy3eVt5TTVdjzVAJa9g4KhA3SOS+6p9UAws6AS7RuekAefeDH0t11Wi679AqAn1ppaUM/z0nEr6EzAl19M4grFPQFnRjulW6wW0uXrULNtEUygnqG4yxkS9cUQDlLZjRVT8nD998r565dCddgkzJRE8jqXFA5DHCIrFSc8/6HHpETMGZ+7dVvkt6xWsSwUbkCjGGVj0LZ6pzDeDq2D4kHDZPSgYzRHsS4jWD/YJWp4TuG+cqha8HMYLcc3fuErO5okTZ2RkBcKsHdI9u2yao162QxW1hRl+LcWoIYz86ElDrEvsE7i/U6JWuWLpAVKOhLw+zYsU64RAFmAfDUNYhYNo37Q5yjJc5MI2N2mY4v50/nQTMPrQwIFbszb1qgmAa9JstwsswTE4Mi0zWpEetyMgFFDsrVSDGZzFehwZYCHV8NMfnhQEf3R2DoaDgYcArMtmpM1q4sDN9IgIln/weF6+9bSZ20NqODMTNA7G5SrEGCxt6LSRe/v/RYZ8xDSEBU+J0xydwn6g7FXLDMzAgIBGUYgQ/y/D2wmA5s9bkpK7m/yGap4Wp4hu5pZdr0fil/LOwicU1SJoc6b+5W1a0ZDDEtzhtqtSl5k3ETw3Wjcoj6kwCNbJvte9NnSYxhuA8mOWg3BoJflbu4NwdtPkCR585OwuWVAA8TCiY/TEl4cU0beQMx8YsTlbhMQxNXZl1xsenA0n2iA2YbgGuQiHKKFcdhpVPxa/8/CnGcvRqKmIM9CcGo77C2VgGmskEo/krdKCloU/SQHD4LoM0F2rgAg5T0iBVVoxmmTRdhBrSpu6TgysXvOBn7Ih8rHuK1wuOqvzy4Twy0YTyp0GAtcLSqOYa6yVntHBYhgBaKI6jfHcYoMieRbcf4IAAl9EgGaIPApOIkkIOwpdBR1xKVDdyDGsOGv1lBHThOBvBB72gZXE0A6gyo5L7IMH0OWt0dxtZR+oyaLk2RYbVweN7hoT4tvjmG7D8+T00tKpyzfhZZFD05JSKUERYSF7NuNbp3CPShlKoRU1MPF4ZiV/0/M1ud2aS7bVSqoHg6n3oCp+qXr6L+1Ls/8BnEpsFKRqwBg5gP73tQvv7Vr8if/OkHpAKdESggyDR0HtguX/va1+S2d70fa5EKjeM8JKf2PSx3fOHz8ra/+AgUWRtAJcYNcVC1U/3y0b9+t7zmt14mA4Mjcu4l10lVMxQPlNs0M+yQHccMxRmUT6C1nkO8FCt283oKYILFjNEOeyU8r7u62ApFl3EYFwpfXRcO2mwBhepnBpL0Y4KDlJU04OxuWxeSnBX0ncQJa7Ce2ERb2axIuRhoCywz5oeAiqxXhSJta7au//RMVsSVgF+d89yvwZpO9k8AIDwP1zDXIave87rs+5iDJte1jXvqRUsgNj4nuB9HfFoT2A11TWDcvNK87SOr0+bgdjeyIX/+nf9EuQkUjKiCm23xKrn17R/S2MRWAPPPfOzv5IarLpI7/u/nUFh1GZIfKmWw/4RcfOm0QNHtAAAgAElEQVTFcrp/VE6BdT2NXpsvf8MfyU8f3qXlXsoAcqrrUIwZ65Q9BEfhViNAsFpzXHOewcr4FbhJ+OgE4FyhPkaqZBgj53OXyjMHwN5z1GOirFdrKiTYdZTzzyIm1BujiAUkuKmuRokN9ogP9QO1ywEAD7FuDoDlvru/LQtRbPaCLZdonFZ/z0lZhG4GjU3L4A5G7BcmrAKxmpPIKmUyQNngadm3+3G57MrnyxBDBtiMHet4HMYbZQ1jEBvAuHXu3KqFc2uAjBoArphEUAXm8js/elg2X3Gt5BYskoNHO6UdoQT1dS0wupADjJIhQ2g0PwNZPw02bUE1ArLP7JIzaJ219ryrEU8LQAawzJIJEzB8ytjAHR0bqsd7ZODgNlmMeLQ6gOvv//QR2XzhlVLTwv3I/qfUafjHYYVCrMVzL2+rV9Dajzp055+3AUwuZgpzePjpI1KLJvNklPg8i1vqicnlDJh3yiEawTQUli1ZqoWZ6UodR+IC1xljqQYHhy0LVNkWK0djsWpB0WfcjQnDrPNpwFvfC8atM6kOEvSjzDm4CpydSvQH9XZYX/q5gy3X76FIr7FgBg4cVPrxMWDT93CcghSVK+k5Tf8F8ZJgh9Rjxk/cOIxDhXz1Ft6nPX/yXpCDfk8EwRNaAJcDCoMA9zM2NgY9QWYK+51FzKNEg4TFY7JUkIgEbfZsVmxegXQAbVOQKxqXqOWCsM5wXv7thp+6PWO8Edg3jqHjnnj8SHTweII26i2NXYtQkxtuNg9ejN3KRTkILHvrf5zE54UgJ/u3LyR3j/Ihrc6WMUwUJAoYkvOk9CtvzqsyD/ah1xyUMIO/nZJktgS/Z2n6hjj1PBqsTYuVGSbcZLbwm5ub1VLkynJA6JOtSitYALPAlyoodys4XJoN7grwXyoDk99ii0AnwxdnYDm80XXSziiMiTMi3mvRJ7LQpae6q+A1u35TOrbFntFBt/WBhCCGtTFN1xAWcz2EbQVS2Yncx8BYMhiynJlyGHeCtkbQa7X4nOxWDenhwGbk6A7QoCR7WvrcMYWadcYXAyjpEh2Em7QHmfsMBCZoo0IiGmM5EZ0ag3D6HW2szjB0sHrcEJoyTdWFn/pcWCe09rkuGPdDtoIMK6+ZIwNIwEYjgGsP7/M59F6gJDTAF9dvaGBD5kbllQhmNSsnDDArqNfPDMoj3/s36UFwda4chRURvPzy294nJ8fhRkNmXC2E9He/+GnpQOD11Te+Es+F82BMqsEQ3PlPH5ONGzbIc296BZQV3WOItYK756tIWOB6f8nv/ClifZrVsmaxzx33f0ce2PpT+Z3b/hfcbDWyY/sDqChfIxtWLZH+IQiC5vVwMwG0UQArrsy2hgpByUH4ska7QlEASJsVMkzucucasXZZtjtTd4Ja0txe6rKjVp+94gOpk9A2XMtVAGo5ACiOSY6ZcTwPmYKghDi2DMrl+Whg0drm3CrI0GzSICK1JYtlSWnALdeFK5Dw0++Iw8DYOGf5bL0Ym0FmQ12ieJgzZ07p+8oqq6vVACOZfY+pYW9JZfxhwHgG3P5dT8j5a1bIl/7p01KD+WtatER+/30flm4kpTAc4CQq669a1Chf+swnZQRxbwvRPFyFNdlqlHKYqW2Sw11jsnDVZnnJK98E5icnA9gDI9xfsPAr8fkQ9olmVAerhH071SjRuk5lMkY5psZEoVJzge1ygj+VLw3KXP8m40aFo4wdfjKGVNN1GZtGhjMwi2wKz/qu/Ah7ky25KB/YU5MZopVgjavgFr3nJz+VuvYlct6WyzApKGuCY/rPHJJxtJha0rJQatEbdKxmoUwiDoyGNRMPKgHcqgHA9my/X5733KshA1CUdxLuyykY42TdcFx92YBI1y7UVntM1q5Ar01kUDK54L7t+6Rt/VXStGIDDD3IJ8if4/t3yFpkaDYChDF5YaAW14Rhybmehmu2croPLtwR6T54QC48/yI5MwL2sAo9TRGaMAr3JYF77VSvVPfvlROH98rJvnGdn6al56IVHdyYGAtdT1Dmk8h4LYO8uPi89dLWUKZu973798mqFSvQ+QBxq5A7nYcO6X5mj9BaGIBsQzeDvVCBZzhz5oz0o++qFmkGAO1Y3K76kCxv57HjChqYeezK1kp4GNtmjBvlUjC83fgP+9Fjp7KgLQV1Ib4tUu7xmnFmzdePu/Ji3a7rMHxfjwvATcGiJkTMZsDsfLrELE6LxpbigcASqUmWMk+z9GWQvw5U/H5iXRbLAzcE432gxyYxbi4/zDvDDGBmfY8jVId/04D3JIOELQsGnAFBB4V230oOQde5J4LsuHsG6ebmd3QeQ6Fda6NmGaS2R1PD1ciHwibyJgt4PIErEZ515Cl8ZjuXz2d8//oeQVs8IDYd6csRX+ZdLE4zhdX7FBZcLID1onwILkwuDNx8NwomMvOQ1cmVylckafWTKuCuYhyMClnlI1HsEtaNfj+4E+iqbVuEjaF42GqDmfVuV3OXoMfc0VLNAtC0Qr89kdcn8+ebC7QVBUnhi860Zd2jPrYJmxEUqy9ajUXJKM5C4FYYm5W4wMJ1I++qvpMypZY1V0N6G2POtrYNQGbM3mL5g0mAIk4dXdN0P9UgWIif1+En9CEaQoNlY6NjHKfxSQB1nAbeqxYFhHJizAk3BhVwHucfRCuOHghRA21wUeICCbPj9xtYTY67unjgQqFyZRaNWkpkl5RxnZIzp07i3GRdoazIyPoGYT9ZsmvqRiT/SqDA/oIMIcCdMFmLoK2xWerAzmmh1sBAErSpoYG/62cGZOePvyYndm+V6cEz0tyOyumNS+Wi614sLYvXyamTZ6Cw/4+858//Svqn0AYHVn8e7pGRgTPyfz/yN/K//+KvZSzXhuruAMOMcek7Lv/0/nfLW9/+dilbzIxDGBh4nkr0Lfzcx98nN774JbJ08/O0dERFvkdyyLT71lc+J5s3XSCXXfMb0jMMHo1rloU4iXWixTgVrC7TyXxwMjG0vkhXcw/4WjcGPAkHiNZWuheMwbEz2e4p2CcBGHj8GueCBhXjx8i05XAT1WQLCMoUtHEeKKB4zylrruslAC3doaqoGNvBq/I4xlsVCiy7mQDsVa6YucP1ot0QYFAoH4v1SeaDYKwTNb34WVM9SnKgqj+/w9INqny0NI2BRhqEFvtmCmbvE9vl4g1r5N//+R/h38/LNS+4Ua57xWsBwvEnzjOMHpOrlrTKE/f/SO6689+tUCxiqOoaLHtx6YrVkq9qlBe99FVS1boKdd7KZQgTN0JrHwCCIQMCJsjqFpK90BBjvZ8J9hQkI824FrbLKQHaPKZTM2AVKKeKlMNBkEqhrg5OPlcgkquYpaxjTJYfa5OJHJQF9FyQZYMhxgLBDZVjsvexB+Xovp1yxdXXScPKzQBcdC0DtBGcI4uyHokDTz8O1yTZRmRojqDp+wxAEpVNGdjocrS2aq+dlK333i03PP8mOTMAFj+HzgKYx3KwV40wZo4+cReAYa8sbl8kq9eeI1/+j6/LZde9VEbqz0EtxFYIHDBlCO5vBSt3+tBuOWfpMgDjOjk9jiK1qNc2DZaPMYXTYKLZ07QWDeQHuk/LRuydU4OjAIo4BiwaxzaHOLmaiRNy9w++LRdcerW0Lt0g49VtynxOw7XLdcM4IjaSO2/tMlmEhJNaxMsNDoB1P3lSa9RtPm8jXMjjWk5GjRYwlCPjaDlF0BWyPisAEMnEkXlhjBo9AjW4R8pX/qyCkezuMY/pdCCtxaBJTESgrRCQuSkWwFlk3Rcc54ZOAIEmZlPB4a48jQMrEsvGWFTf//65uduNGTT9b+fMAgv1XhCExKCNx9PwpI7WwEpj7GYnEhQhTIKsimXRfKCNhiL1Aq/HeNpR1FEcRtFieoHK1fq1/aHEEJ7HGTMN/KdrNOxNjwGmEWSMaGoA87tMMuno6LAYuMC4kdFzncTxScFuOv5x0WJl/JLsWev0wnHhffs9upx0wGbALy1Jou/f/h+FiQgx81MA2BSd+csaKKuQiMY+Bhs6SBQqZFFYvBTHdmGTEbTpwIBBIfVItqQWgncSAoTjpIGsLI0AtwJdKSp06AOmHYAbbutYqjdR6QGOjJXShc/tZMtVf3IyEtozuvMsk5VZyMVAW1HWLhoL/1WVUmDcXBn6hvBjsq6ogHft4xAUros2TG6WeYsmwTZbuGE/T3qvVr6DuW3wRkA4V6DQKLKpNESBi9XcaFrET4uTMoCb2XeWjKCbFoupGoKJgLsM7iIGdnPBMvaU7gsydaNwIZCSBmssA5hOBW3Qq+No58R6SBZ1ZbFFKqACWOC1FBRwE2CNMP25QtcKA06gCKBkurpPKQvI+7Q+foz7Qu2zZUuVaRlBSYATp/sx/wTxEOg0wAAfeQlm7TXB/ZirYS2pIDg4xDydWRew2tlwClluCLo+/cRWdW9WNjUDhFVK+5IVcqSzH4kH0/KmP3kv2BcIBqxT9kX89n/eKX2ne+S1r3+jDCN7lr3hyFD+91e+LDUQ7K989WukCyzBNIEDqrZvvfcu2fXoz+Wd7/4zGUZjbcTCI54HwBmuts99/C/klb/5K3BF9clvvvI1cmpgVBm9PCpaVdWwHhSEC54Lb0EhQzRxG4a9xf539iLjZnFJFmuqI24fMRifbCenW9dVCJbXYEPrTemuAP5t68hd/MbscGcxpswSASzGkQHajG+r0OsaWNPVH0AEz6FFmTmXVAKhMKXZolYeQ6c2xFMVuEmipBWtdWhN9wy06ePz3Jb9xfe7wHjw/Fw3ul55z/iwrW2ByQ9cg0Hi3Bv8HtccreZjB3bL4NED8vSux6Wnq1f+8O3vkkVom/TQk3tQ5mG1LF+2BMbkhHzmkx+VZw7skHe+/R3y1OFT0ghjgDXG3v83f4UEhla59TW/K/Ud68D4NEo/AjxHQtHOMRgxjE1U92dwj7FXJOMzmaigxg6LbZJFIlPJeVOGg3MWWMww/grWwns23myxZbHFjGtDXqKB4sSANrc3wxhUnjCWmFIUc8ghoPwmY9V3fI88cv8PZR0avze3LZW2Dc9BrCXck8xuhuZjBybGr1Xi2EN7H5dVS9sQE1uPFlJrADixH1HPbJo9P7nX80Py1GP3y+pVqxB4kFMQXTXaI1P9x6VyvJt3LU2IDfzCF7+MNf9SHIO9ufAi6ZuC+1HvHeturB/ZoIiPRakPQaD/urWrpQ97r1fakLyD5BNYDjPQFTWIhswBvB3b/bC8+JYXycHjvSppplCSg83bv3vvj+XaG2+SXlCdFdhHU6jBBxytbc008QNzUAWD9JqL1gN0woWJ8T106CBdAJCDM9LeXC8rlqJHKNkyGJUDw3k5ceIEyqGAqcPnmzaeo3N6qusMDLlxXcvVKBFjgecsN2M9R8PutPEJYEiNCsZjh89jhswZNo9Vjhk3PVlwk9rmjgB8MOp0bYRQA712ot9S4z8GXxoXG0CBes4C+PP1qhhA9YEZQWb8hKbogamKdZSy+GrcWxiCF892A6LQI2ejEz9H9rlSJizEfEeyQZ8j3D/1JTECuxyMgGnT0BLKeI2Jt2tYMoI9B8khyoCsvvekgxi0DaIOIDOX+R0m4/D7XV1dyqimMXm2bzUeLoyTyR4DeTovHDut/szfQ3s+vEfQlgXUfi7/Xjwuc4I2H0wDEfbgBurs95mQ5h4rxQREqKUXhLK6V/CgcGMw6JOZemyazTDrZYg7WLl8iWbgjEEh7zlwCLV6urVpLzNCNGsf31VXG4BHC4ovquKFgFZLxenNMPpeVFARqr6XDpiJ/JSRs4EoRPzFQFs8YNlBzC66JM4nArkFlkMQyv5eAWjj3fgNOI1a4oYcnGVBm9LUdI06WGLVeND7TQgKr2NGKBU/NLjiFgh6lkUgW5EDcNP4F7qpsbA5turi1X8WF0OBZ5sc8pSxDFA6rDFDwDaK/xG0dY9MKugYh7JiDS6m0VOiJc9J4YX3+ClnRheyWkN0o2NTkYnA3NJa7YJA1DgkACKgemlf0CRbUOBTrUcIBQZG//j+baoYNTWawbR0P9EljGs3tbbhWdiOiPdAd3GA9VgYZmWNgjkaln/5+w/I8zaukyaU9+g8cVB6ulGKAGttGAHmm668Rc694gVgA1AgF8xJPfqP/stnPiO/8iu3SgeCmplowLVcjgKkn/z4x+TVr36trNm4GeyAsYiNcLt+8mMflLVr1yLJ4TdRaLcB94L2OIgf/PEPvim7H71f3vmWP0SD6bx8/4d3yY2/8mLUq2pFw2CCY7Ad1WD4MGYTDLqnHRJApwpHWqYhRo9uUgdtxp+ZwqArR9eCZnXa8QwUh02kxlAVYyWiPZB0rAggSbsacI3ggkzAqMJ8kIml+5Dsm2YU6whbdhSvzbR1BsAbs8PEEDJetpAVVAYjS++XfsLE3DLGzl6uZIyJ05B8Pb8Jb7NqyfiOIm6oX5VlGQPE2egZXz1/83kh2ckE4jFkfE6CPZtSdhj/8HMKlfIfvftbcgCgjWzJVTfcKKtQ0HX95osx/2BVER939JmnZduDP9O6cFVwib3oxb+mrs0pWPNf/uIX5TcAuL9/z4/lRS97TQDblFUoD9Hfp3NABpn7BANg2ZcMltY6bmaUjrFwJgU4nnASx+kzhkBuLWjNdev7JRIWqghoqGLda0AzQIxmzwZDV9vDMQMNrXFYOoPPTYOmvIrjCMOZMVpwDd717a/Ir7/kRSiIe1IOH3lGZmpaZcOW58AFuhC1y8BesCgxgFsF9koZit92gQXrWNgmrQtXawuqUdzvmBoJNQD000gwAHsNA2UxAHNjLYyPriMyjSzdMhYVRQbqf973pLwCe+TEM3tw/yin0boerPYGlOiAwmNyGcEn2HKGK/SfOYz9gxIhLUxyaEPXA5ZZsebZqtRwPyxi3Y1kkssuv0S6Tp/R8g7/9e0fyXW//ioNW6ii0UZXFNxlLGxLF6quLpynBte4estaNd72gzHzGF2GitRhrbOALms4cnWPIZivvq5GmeaJ0SHZdM4Gnc/OU6jdxp6tAHZcGNUMeOM8QT5SnlEW8WXuRspeA1pM4KEbLmZUbH0HgykBYfa3FW03OaY/AivlgCBsmgLAluiYsC/9GP70z1LAFrSjs+zh+g5CvJ0Tv6sJRSxKi33ojdn9fLxP/058Hb92HL+VPkdKCMUson0/jWlTYJMBbTT4lWkOxzFOW2Pa4EFibDBBWyIvQj1FXoOALQva7L5tbahBiT/yMMLZtYLygeftHxgw4gIAjmsjlVM2P/7sDtz8nDZuIa6XcWxYbKrHmEwUsEKi0wN7Gs+X/67r5a0J02YXddQcT0IKOkJsUrD0NYZCQUK6iBKZGxClZ59ROHedOaHZXnQTMCh3GTJ0Lt0ESwcLlXFRo5iQHXsOI8hzULOKODCW9cj2P1AwNbXS0IIedLxxTAj7uXluiyN4f166X+yVcl5JYVsuelsxyeItNkDxeymDFd4NFzJ+j+dypRL+LAHa4vOYMrKxS6GjuzRsY826bnRT5imzeWNCiN6GM1ohZoyuLYK2RjAQOXzIXotMWVdQC1DB7D7KGQoRggylc3EOYzIYWGvZMwR3CtogtCyjhcVDIbCxABiczBiCvjFkTAG0UQATtLH2kxZX1fG2n0Y9Wzg678FbXml/SDwLWRw+N+MSunp7ADDwN4B+PRiCqy6/QDO3tGjidDXcsTOy/cm9GujNbDi1oKGQCB5YfqFlwWIobs0PTRhQpcvVFcXg/iEZPr1bPvs375O3/uVHZAHqJ5049Ljse+ynUguXD2uQEYCuv+wa2fjcF2vw+bGn9sk3v/Vdedufvh/B3RgL3HMObMwh9CX9z699Vf707z4hfbgvZhHWQkEOo1TBpz/8d/KWP/87qWxoBbBAUCuepXZ6UD71yU/IddffKOuQlcqSCjUAcseefhTZez+VyzZfitiiK6QbimqUjAazZSmwQ2q/62+yjHxNhzcYq1a4bglzQnYzhQbBHBmw8D3PWvT5iUt6ECjR2CLzUM3EAgUFdJVaUgIZc/b4NDeINnZSoUrLMUl1D5mNXhVcQVtYBxZSYDWI3IXo+zcFb+FpgrKyv8JaooLBuJzqPG7GBOaBoO388zepC8xZCq6X48cASBjPpmsbHZN6+2RBfYV8/fOfQkV91PBC0tOaczbJa9/8NvnOXT9WkHPtdc/DcE/L17/+NfmD33uj3In53XThxRDWDQqOTnQekwsu2iKf+8Idcutr34SSFzBi8EiavYa7ZDB0Hswby07Qg0C3NwOwWYyarlEGw0/Q4se8EMRpN4WQiKMsGo0qKvkQLsCZdiXPkBGNBGa5ES0TwFI0lANQm4Fp4Ryz1lMZ6poRzNTgZCyLUadMVqfceeed8vrfR3kbTFcLOiKM9J2U++75KjIs18qqS25BRnSTGoA06ICOEaiP2FgYNicP75bVC9FIHTFifUJmugH3bi13BEkdOdRg69m3FX074bZE0/YlcKmO5mvlm/c8jFjPtyjIq0AsXO/JozJ86hlZsnS91K5AfNow1hdiwChnpsbB7oGLq4B7tvPQAVmzeIXkGhYgaxSMGcqB0FBU4AO3ZmPZoJze8zPZuH6t/GTbU3LR1Tfpvp0mWNWxA/CF65L7pwrFd1mKhbFOTBC66qI1anic7hlGl4ROyEYyhLgHAMc6WCdaiFU9Ema4TIIJ3HwOmtCzHBLk6t6DzyCbOGfdNqDbaolw+cI1mGkbx1FxHpW5JuMTwJsmTwRQFgOWpB5YMueF5IJ7xJytK3QpBnBAPR1YnkKZYMYVX17XzHtp6u5ShigNhI8ZJJU1avDaMeNalDPorMx3/Fx+7Vm6LKMzeZw/tzLyQT+brjJ2z0uYJOfmPlDDPww79hZB9CTbPgUm0K8fz4WDNgIp31P2eaH8ZAxrIwpA87Oenh4lODTBAXNo8a2WSOn3Q4ZRiyvPkcjB++L96dh7dWTOiD9LoO/8+W1cUqxSErQlD0o5HCSpPpwaEWmwocY04Tk1yix53oA6yQboI0EogdLu6+3C96FUGccE4HDZhZulvaEC73fL8TP9Mo54kRNdAzIM5a+ptrq0bHHQCsrVN0hdI1Kx+XAYOG2rpG42Y6h0khJq2O6HNoqmG/NM4V7t2XTX6EIoBozmAkthhvSHg7ZSPTbjzeSDnyziApYvgTX2HCUYtuwG8B6OBG0eV2fHeHIHAAJj1vC4rHGlPzH2GtfBUgCMW1PWi2MEcAz3NWvTcOGxnyOtDI2/AILRmJrAmBBDcMMyfZ61qAjayLSdgTuCCQl5uFc0NjH4z9VhF6w3Cixj2mxedZHr/RIQcB7hzoLrs2dgUF2wbErf3lAll1+8CaUERuTn2x7GNXAgAqInARa48L2XKdlDgwJgs5DyX8WSG2EsbR2ZwKJwyKF2EzsaHD54UH4LiQMVUNy1ZcMyfGK/PPTdO6WjqUpOdp9BNY5aaV69SS5FBfU7/u0Oae1YIzf/5u+hHyLLEbDh0aR8/XOfkvaOxXI5GLhRxNdx/VaiSOf37vwMsnJzcvOtv6sdFnIw48vGB+SJrd+XRx55RH7v9j/DukeANJiKchxfPXZYPvXBv5Qbrr5eNmy6VFrXbATjgdHDvGjMH5IlFLgFxorZqboO3VoLe4HvGTNXKOyDuZKs+UQwOrgO51GwTYVNQUZlRxaLbh/+HkAb32eiiykOc7N482UX+h44b7FrlBshpV7XgiUZuMA1IRv2cdivvt7jWFTbm8Zm0IV/6sTx4LpnaRrEI4Fl49I7iGB1rZHFjhejcKmxZpy6G1Hd/mSnbEBQ/Kc/9OeIORyRCzZvkiPH0dboBjBnd/1In2XZyuUA1Kv1+Rohe7Y9vF26+wdk+cqVUNo1AIfnKwB+YNvjcvX1N8sCAIsZXIM1C0cQW0OBPoKSH4xts3Vq/Lf16uW4GtDV/oOhWDXd+gkwx6ccc40rDcynM2zMVuboaQcGBW22ZxW0BYWq4wpwwvupRRwlmaNyZFYyQL+387BcfOXVkq+BCxDsbw6MHd2NFWNH5ecPbkWz9vWyHv1BZwBICKDLyGRyvhBTSIar68ATsmXjRtQmbEa2LaA8MqgJWqqQdDN8YrdMn3xMli6AixVG02QZxu7RQ3LlC18u3VVg8BDnl0NdtVokFgwcflxOwu3YsfZSaVi0Go3kCW5ZMoPxegCt6DE6igzWsv4eWY7OBP3Yc5p4ABba9j3YcgDFsr6n5cknn5TzrnyxTOYWIsSGLeOwZ9CxgvXWNq5aiuxzZP1hHnpQu+swwFYZGLZz1i5GP1D0Ecae3XfwMLApdiKAFwEbM9cp+yZQhLkGAKy1sVZWLF6oTHMlxvjk6VPSByO1GhnDDOtoAOCcgIFJEVkPgsHrfXnPStM6lg2t7aqou+huI/gMMVGuI0xWWrUDl5txIWwHbcVAmQOqWN/EesjOZ6yu3WOQwRr/aYlq2eOzuss/D8Sl6dYA5rLHxn9n9eosvZkwfR76EbQZZTeZKewPHw/9hMwrWT+COkoFstb6N/5IgE4hqOTX2P+VskGdNjjOAZ2DNn++4WFkLaNfLM/f14ckGIA2fqZxbTCEtJJQcInanZo8VE8VxzmKN3OZGIO2OFzKZXEB3grzzzMn77/ljmdgtHlgMAFYWCTBveK+1sQKUIHgBfMsOFj1IJVrAE4+sLrgVOmSJ5uUXsS0sU4R2TYGMV979ZUQShOye/duOdk/hsrUXMhs6Au/M69BQaVKiOUjoPDqG9EcuFHdaUZhwrJW11sMvDR5PkqlNeHmlrtXUnZVpig+AkhxTJ8qvgDq4oWSDB6nSINxs4qRXwzZKAE9x1yaK6Ik44buEFVEVEWGqJOaMj6m4Xzxoo8XAUGbB1HynpiFqJl2+FnJemQYWngrYG0jlsX0B28yEHXmQvOAbWpOtxbot2dGVjW0B92qnkBC0DYKFmEQmXbMx2JplsExlF8A4Ol4RB0AACAASURBVB6B720MMW1JXFWYnyT1nQwOXa60YHmPBNd0g9LK0dibGRShHZK+IcQmABCyTlMbBOaFm6EkQFc/8PDDCPjGplArJ7jqFTRQ31HwEJpUyYK2dq3/N8q0bWYScu2CzqDwq2SM3uSA/OMH3yO//du/jWDlzbDMUSQU1vfgqcPyWSQU/P5rXoZyEsflTNcJ29RQ1Nsf24sM0PdKDZiBMXRGYHD+ID6/47Ofkre9690ygBZX02DZuMYZl/N5VNx/17veJRX1KxXIkhGpQGHSf/rge+Xyyy+X59z4cpwHFdJxLjhv5MAD35Cfotjr7Sjm2ocA64ceuEduvuk6uGUAAOgKQ/ZeHkdWwfVFxoBxcxy/XIgDJJPDuagmUIEC8qRfi/ezF9dipQ4bVb0FEiuLoyInsFhajweggSwAQTsBNd2jfM/do/hJ0Ba4s3B2E5AeNpDKDwPtHnPlILtMGTFb+1bLKcSuhLNlFRCXre8/lVuIJzrThdhH3R+oNYg4qg0b1ilo279/f3IfjHVTwxLZjFSYx48dlV3bH5TTKPfSAqXO/AYWTWYRVbo3T6GMyMt+42UasL9rx5PSefSE7skJXLNlwUKMA36C9R/F9ScAJJrbl8mr3/BGBjZpmAfrX2FraOmLEWi2UWaRckfovjRjVllfrMVJXI/AHCWmwNZ5LTUrEsw+qowf5F5R13iQz5TTJDmYxckwlRnITbpcuPdzWBOjiNPi/pgImQkqJxGz+dSurTJw5hm5cOO50oJ7HqxsB/Cq11YOeh2W/gRIue/u78AIWaRlTKoaF8gw3KzlcBExvIVAeQFAyRPIhr7s3DUacD8Ig7scLPfEqQMy0LlPFjeXYXxakL0JZTcyJRdccpWcQpHe07IInUOQeMBOAXB9VqAjwsCZo9J34qgaPU1IABoFmzYJEMVnZbatZY2OyMljB2VRc4M0osPCSGWbKucG1JXrPPyUbNuxU15662ukT+UCQhC4tpEZe97qZdLWjDIsYEyZkMEopnIA63Hc0y58h+fYcsFmaUCZFoKV3Xv2aaFhGqtMWqhmc/r6Kq3bxux7Knr2uT2FvqX9KOdRBrliCp/y1xJDPHZNYytDDJSCMgJwNXw90L8QMCSyPRgW/jfPne1so++pDkyL1/q+8D2j4CK0ycuSB66DYsDioCEGX7Pcr24QONumyR/pvk2MrmAsuo5K9We6v/X5uK6DVycLVvweTTGmwCuWCfyultMJ1yNz5uAuLVycJmHwmppIgnlnrBrL7qhMjICbXi480yhcopp1HvQM1wVfnknKVm0s7UKwaFUQrFqG6lZ6lUIsr0MMJQ7ozg2N45nMEgPe7Dx5PdsCEP22/zgOssaAjZ4wPID7juOB5M0aEZjYxqEekjo8kjHmuXiTOikMzCSwA7vWQ+EKZcYIjhpouysRh1APNPHgw49IVx+y/kDRM45tEnVuqiCxGCvEGJwZCFNWOKqrR4uSBtRg4pVUWTByyVyoCejRYF66+niVyGrn0Tpyqbu0WJB/Fn/5oitYQOEPzehyP1XmAHczJZujgFWzwhcJy8FxCgkVuli4wXnv+mVjhXQewuLk95itxMVHV5QKCt4HkL8CXT056eQpVOKmi5LKl6wI3I9UuMqW2UInM6HnpgWduHQte4aLrhLXqILiomuFdYgsWopzA3AGHwW7IVDpUHEMwU/aNwLXC9yGY1rHLY1H0CljXA/PifsjaNMacIyv0YQRq7XGFchWSF19g+jpiQKezCrFawUCpTcj+Hd4sE+2PfIogr3hloTlXI/+gG1tbQBcOcTkHFeAr8WYAdoWoVSHPhtdFzg3QZsWFdXCuoPy2Lb7oLi3yTvf+W4kUCB+AYYB68bde9e3UaLjx/L+P38HNli/PPSzu6QfzATLXYygvU7tghVy4Qtulfr2lUiQGJHvffe72pbmlQhI70PtKMaMVaOy+n13f1eOPLVT3vyHt4GVw+bGs1TCZXrs0D658/P/KO99z/uQ1YYsO7AUVPAszPu5D/+pXPf8a2T9xTdqrFNrbkL273xQdj+GBtuIlVt94TVwDyFwm8wcwKH2TOQqwfVrkGWiAgCjSEBXDuXD+m6+Y41xtBi2XBByVGIEAA7akozRwLRxbTEJQZMO9J/NG11FrN/HNaVAxJMiArPqwK1AEOM4LlMVkI4gQ8yPu/ljBcC7tT0CeUNAHhlXup7wxigCzwfQXsji1MZQwLVFNm06V8dhNyr2q+JSdhmlbfCzFYkmH/voh6F0EVQOpV6PTMNFrc3ShpIWDXU0CpH8gVU+AhnUunAh4iLR47S2Tprh2l6IzEeOaz1LyUB4aykjWvaMLUNLKwJgAr4xZqtBjo0iEYEs9Aiqng+zVQ3dglhD9A5Uq2HG7yL+k9mmGmpA0MbsbOUldd7UoKGRw5/4x72n8NQsZY0d5DwjJBJAA5nSUCATiFVjJwGWJtGCuvBysF/rA/fdC8awUract1aeAhCtRbP2pedcijWE7Ee4OunOpeFDMNVUPiDf/PqXZctFF0sDwwyal8FYYIwWGQSsFoCjVrSYOr1nqyzrQP9QgKkDqNfWXgNWD7KkDiDo3q3bpXrBalm7cQtq54F9bmyDe7MZ8qFO20ZR2TFUoBJZ1C3C/fhzWY5G882LVqLWG4wTGn4hpnUCSQ6Ntdg7u7fLpnM3yim0h+O8bMc+XbpytbSvu0AZv1w9WDhm9YFFW97RijZaSJzAYhsG89mF6gWNiIutQ0JTJfZiHwr67kYMdQ0U7xZkETeihhzZlCPHO1HvGkkUTJBC5jfryp27eoXuAcrjJ3fuxrHQQwS5rF9J5czf1YNgLIzHrpnMS5k02qUO8AwopExNTAxYZx3THnqcgj5bE36cgsLofX6WghePBS1krOyM6TkcNJkESMGKHxf/jPdm4iIFaPOXgY+0u4HrN7+end+wQxL7hWfy32OAF5/TbiwFbfFzJkAzGHwO2qj/dZxYgNCumAAzvs+1NwD94u7RgnsikUPmLgCsRE9jrjwblwCfcYxaTxPnYgKEFnPHfuPxOSSl8BxeF9JBt48hbcxkrsJezwI2k12FYFXH8u13dupKSN2HYaWEQfIvWZYXGRH7n1/cFpC5H5MBjISyXpgEChgSd4+SZSPtvGrlUl20R44eQ5B3GFyg2hdcezUuMSk/fwgVyzU2gSxJNUo4tGqxTA1khvDTmmjsK5iAyHRyKeo0GFfjSci0MTDXykMUxOAxziD+fpjiElgsAYe+qKwyvG3mWQtN3wiBo7yybr6waFXVhs90dwaGkAsFD2gJBdxcnDQ7jmDHLR+vB6MuTnWL4PmYUUvGRZk7JgpAgMI1x/GmFa31taBoLWSfc8h4D/5lLFviylIlbvSuuUZZEgRsG7si6D0ZaBsF0iB40r6FAEZsY9UHd9AwsDb7kbLifXaDWUybV9ZH+DJdBGBwfP3weBYdZDXxPhShZekOzh/pZqsNZYKL4GwSbMKajgbZADDHWk73/uwhredWibgxBlq3t7dbNWu2L9KAcBOegriUOsTBfOiDfyVXP+8mec7zXgALHEod41GDzgif+PhH5DnXvFAuufwK3BcaxleNyx60pXry/rvgCh2DlYRnR3bcDb/6m7LqnPPlre/5G3nF6/5Q1m66TFkwjm4rYn8+8sG/lpt+5ddl/bmbcGHMA5UvlP6dX/4SslOXogTIr8rACIqeUrnCQNm74xHZDoD4J3/8NriJGuByAgBEbE8t3Lgfe88fyHVgpp9/M9ifxg45PYznQJICYz85PhzXMQgP62fIkAG3sm1tJan3GvdH1oawwBh2LQwcwF8x0Ea5Z2wPgLWuE64ngn/LtPOWVra+zb2tg60xeKklS7lh5pwzTbHrx3ZPUdBGOKTgM7WoeawJ3wmt06YFeDUWCkwQ74sTr7FINDrMXXEewByNyP379ljAOM7HZ6PbjcGTHEMey/XJLN33/fl75HnPv0puvuUWLT80jGtRSfMeWXi1CsbkKMAy2YwqgJBRpAWzLAX9CqzTVg63+jDYaIZ7DOGnhQLYniLzxbXIc41DuI/h+gRtLEuhbeBCoLIKfQIXHOttuZgt6ll5vH8L9cFawf6rQCyWKg98j4C2CsZDDQyb3Tseld4+xHDd8BJVJkNgtw7u3SkLF7bLqg1bkPENpgmZ0Ay4HkXiAErEahuqfQ/fpRWQ1266XnKtywC4EK/HmonM9sb+a6kYkoETO8F49SmDXANA1LhwiTy6+6QMYA1vvvJFyiYe3f+wLFsKlg37pqoOsWmjGDOARmZeksGni7oKTODxA49obcX2lZcBhGFtg90im8n5ZSZvBY45gs4IaxfUaB3Gh/ejGO6V14OFNtBMz04VY+/QSP7iCzYqS9+LMIs9Tx/XOSyDTNy4doUsW4CWWhjVHU8dl8HhEVm3FG3MADwZq9bZ2YnvoKMD5lQr0ePMi9ubwbozMWoGgBQhCvRewBCwsjvGRjtoS1gbMmrOtAW5aSwrPSABOJF8INNE8JXslTSWWbOdg+6IwZr32s22cYzlrRnjTrBE7jXV2YX/Et0VZZ7yGGfK05jxNHvUNqxlY1LfKunz/zH2HnB6lkX38Gy27ya76Y30ngApIF2UVwFFiiAqImJDaSoCAgpiAxFFmgqigIIKKFgQQQVBeoeQACkEQkJIzyabbO+7/3POXPPc9y687/ft7web3X2e527XNXPmzJkZ2JV8GrMARNJ9Cr+qXmhkCtN5xPEL2vABOrnC+SX5RPZzZhP8+Cm9m0AbfX7+OMy88HXNrS1q46HzTtglfy7a4wWSJEv99mDf84v3hVikCo28xdiR5cb1KNuDa+I+km8uaNYCB/iZazgB/Sg7XSdblv+et4PvsInnpEIEYTE+pLRwQhsWFKxQsBChdw2OxRGgrlDAkMBLBuq8WrCzvRmDgXcKjNHo92IjsoWDdzOm8WelFSI8eIODD9xf/baefOoZCHtBySOKZQl6TQ1m0rFKB18eoXBNZlVzAnMEO0nExGsRohWDQxAU3zNHwvMR+5CcgoOvAGHR2oRVbrh6RgVilQgWeTACvqAM/v+ANm+sKOo03cM8U6dRNwVdQPZ5YQToUMiSKaJhhV5iEfhcmK6RDomRt9g2B1uDWD1I/84UGNObYlByoBuvZt88RbQJFApYpchLA7jZUJXTEdLxee4EbS0CbQSH7H+DZ4nvzXJuSBkybaq5bVnjUHI8MnAJtHFcFsdm8R6wV1XcSbImLKlmSw8+Q2p+OH6K16uSfaaEcM5l0M/MnDjcJqPFwI6OYnvqhVc1Eoqz2jjxcgKAEZve8jNggrlqvMUFQFtP41r78Q9/aF//7lVWUj0KVZoAVegMv/XNxfa3e/5uZ337ShVV8HhlnWgL8tg99vQ/77QPHryPrXtjuZzI6PETkQ7usRdXrbNvXYoGrEqNYqYh1kUdGLa//vWv9rULf4jUEq+M/awgrG5ptCuvvNouuOQKVeeprxMYnzI4mZ9ecZktWLDQDv/Q0aq049QApmhef/k5+8+dN9oPLv6WrVy9hnMc7BC8Zv2mOrwfVY5woNQJgS5J1LuLqGnY+RkaneKmBv95Jab2bzJWMhbp79w/Ul7JIPheJzDwvlL82bWIrB5VAMD9rP0Y7V1SGo+fwbWelnHBISWmLRg3BiVurPwMw26kE/ZAkIUUrPjF+UR1ePydBStq5yE5BdteIBBApTQ/n2uaxlP93BBUzIBQnQHOqlWvqY0IAVgvznvcbhOQUoTAHQEjtZt90Lt0N7agsvJemzxlvL33kP9Bp3+cB5t9pxE11Md1sJUR0ta01Bztxj3QBtDI1jVc+91k+/FsWsC4NeM/FiRwkzHtSdBG9oz7ne3cNMeXRRxYodxH/JnrPuyrGqUkjxcNyKUTBUDhHNU+9EX0XQvbSl2qAh0qJZvt2acehcC+wnZ/z4HWYMPUDodD0SsGtdniZx+3YUNH2aw9DsQ6Ra8xPggEC0qNY3B8be82e+yB+61m6GRURS9AqnQoSDZW9aOaDtMQxg3GVIg3nrfhRTs1WWDE2Mn20LOv2tqdZXbgR060zvKhOB72KiaONNdjMPzEcWwbCXkDywwwDA4VqCxLYsEL92WV1dnqFcuQAh1voybMsDYcp1vFOxy6jtAKuruakjZb89KjdsB732t1PUNtE3r3MrAnzzWIYJmBVlUxGNdpuGud9iaGxG9tYP4bawGNsaftNkYtPZjCroc2dukrryIw6rV9F+wB/8OUf7GteH2NZsp2smCEhhFp4Qp2xiftjPOogp+SpAN2wJm1kBWlfnop5aegUYGqZ0z6pUkZxGjSTGLScgFO6Ne8ryA3Rwr6088hM1AzaRIH+eAobY48YIp/59msADOxl/SaBJbidxloI3ngPidjhGApCoxRBtoGVnlqf9Nn5q5TzbeThq4fAZTYxPxEh7g2f11mJzJ7kewZPl96NueXxITSAMVxeG0CU/h1U1MzgiwE4IykZH8y0OyERlaMET3UGFhTqxj3TQEV1gYJhspKT68zmGLQxPdL25bsWhA0oVFkCxV+sTp74PHzdjDuf/6+F5rrxhtjpEPMguTvde0CGg5SpHdSZEGg5YbHZzy6I6BtCvBBKp2VhyzNb9hVj+G+EMP6qwS6iGZZcdPR2oT+PBhzghB3//32VaD++LPPqys2R49w2uKw4WzhQNPkXYtFFyftDcFUQK1CWo5HIvrm2RMQFcBcBrVo6J156A/WArzxaIWB50rv4L1iMnwRx4LKFn7hKaVfZUxbxkhk4C2vx4sGiJ4ayZhLGgZWyqptAlPBueZ4oV0r5WLBn0OwLHZB1L1rfXwCgdPT+c0Xg3W98WiWwoweYJFuLYVjKEXHcDIUAmLYHNS00SFRF6CNgefERi6sqmzAHMY2ODKmDgQyGa+m+6/jCIYhfcuyeDpmnByLDnzt9CCVvs2FohwaDePKFBQpaH5WJVK+o4YOxmd0IAWClHntUNuwvc2WrV6P9ztdXwnHMnIYBKT8PHx+JxlFBgc47ypUnD3+wF3QQtXbESeeaT0UNmN9ViFVduvPvmcz586xg49BqlPN0ciaddodV33fBoOxOPELX7TVry+3TrQj2LVlvbW0tMFhlNrMRfvYuFkLMVZigtL5t/36WhszfoodcvRntYZ5rdXFnfbcA39BQ861dsJp5wG0wdGAHSmFmLpx83L75a+utzPO/4FVDhutqtQe6OvGDC6zX1x1tU1Be5GPHPVROeNtdRuh40EFH4T0bWAJxk/bw9rKMGexE2woxNB9SBNyxBDXA8QD3rxVRskBmW9UZ7b5uwBxapSbjKJAD8XtAguulyRoK+gQWeeY2DeNtBKL5gURXjFOI10wHrE9GEG5gUy/GRjdhsGKN4TD4mlrRkQg+/SC1hQxS6qQAKkCQxyhurpS0TA/g8HexEm7wf502uuvrVBxQgfWFzHtxMlTwVB5481uDkwnoAKrdvddf7SJEyfY+z/wAVREI/LGcybbzPepeScBdxJts5qU7+8EIlE7I+yHVrKoYKXI8FCvy0prsnD8gutQIEXAJ7YN25RgjZNECDvYv40ibwWiqdgkC8gcZPcx4ITsxGfsUjjvjpPnyLReR/N2e+nph+xDh36IvJk1IH3YgsHuPWDligBCSjgyrXUbUqUv2fjaIZi5O8+2YZB6dxlmhAIEqq0S9srQyj57CQwwgdXUGXti0gOCE9j+KoC+js2vWtf2tWpU/NnPft6efPZlNOGotTkHH2sbmrGfkXpUQA9biXkStmPzahQ9dNgkpppRdNCIdctq0GLaEDlKsOutOwDKnrSRKBAYOwMsdSWG0aN5Lr1ALeQKS5592PYH6zxrj91VRb7stbVY+702ZcpUVKxW27JlyzS9YP4CtH3padLkgtXrdwCYl9uCWZMd1GNEFsdmvYUG2qVIcZHxYBp0393ZAsQLZl5dsQoi4FpV6HJ8YhdYVVbSVsIOMoVMPWvIV/KgjetNe2IAcAtpSWjbIhiP79qPaQMG8xaAbCB48/f4Ong31kw2NfmnPGDL7ysF0IWdGExc+EzfaJEOzJj6bCvz/dRmZUUAOW1bWotxbQFe3eY4I+/nmLFY7/SlWeo0mLx4ffhn4o4CqEvHDN262xkvRFRwxHGObEOE33Nv0r9o/zrASZ+TsnI5cCpyBO/hvmYlqcZaKQOGnqQtYJrRBoSsbzCM0raxiEWjr/x+SfvO607gMJ5v4Kb+9i5jRQeybDrPc/60tZ8ZzIO2EM87O0Og4mNTyPawFYSQZkLaAm5EqGRudJNg8vE7niTBA2lFVol2ovTanYALwin6ZHXUvot2V5TIiKYcqLURTv/ZxS/D2UKPlBpUjkSPNnbvZ9SiVGHGzWQrKYX2UZURncalPcGr+F03gq+TCJJvJRijdaSn6v+dv+d8Uam5lAr1n+lEgp3MIg/fxPkvpYrw+hJ9roNebRZ9ZrCXfKgEF3xYPEdfJIUFz80v5oDQh40ZM60YQVtZQvQEJIriqZthRCi2w5k1/4Yno7Fg/sgLfKJKbfy17MejSAJPQ8BNtDbHvgAEcpxVIUICEMKGbQLT1AlgpT4+AFfdSNdRl0MWro29sBj5pCt12JgiTwFJ9D6CAaXt47pjFZw4KVznDqS8eK5k1DoI1tgkMYG+iePGoE/SZIATrCXsQaYYX1uz1bbUg0Hj2sBmoXCfFX+s4Cumpo2gEeuMM0sHIeV4wzWX2hdPPcOKR0wHw0AmCedbv9muRwHCORd924qHTwMkZCl/rzWhNcHt111pZ3/9a9YLUXY1ZlDuAiO35Y1XEPn32No3V+OaO2zq3Pk2bubeVoP00A++d7F99dyLrWTUXIjXq2ToKxDl33jFd+y444/3sTqYmEBnVQlQ+K87rkd/tnL0l/qij8viAGuAxKWP/sOefvJpO+v8nyLFy+HXMCqoAJxQ3WGXf/9btgBD6Q854mPW3Ic+chBvs4hHukEKuLUnfQIBGaUUUvnyTKCNIEwBWYrUI2UXQM6r2ry9hyYgUE6A9xAQEpiJiU0MLu0EHS91b57+4X/ZLk3mS98SaeRMUgqCeLbcBFmQ5HtVp5uMaDD6XJ8ElS2NDYiY0Zhb58Xz8RQ+Z+1WAsDOnYv7D+YsGKtmpDI2blzv6VFWvoIdmzhxcqH1ASUFDHxKwJjdfutvVYl60Pv/RwAbMYqniAnuyOvpntEZOLvIuJW2rxtMsAIlrjnOWMVJU7PWge/Ur9FQkwmOAhzaDFaBAncoPdqJdU6NowpN+JySU1G1LFlOMpx8HmnP+qguTwETsPdhCkFz4w67/59/t6MOPxQ2t8sWLTrA3ty0wxpRycmZntQN9IJZLkOgglwpJhY8I/A3c99DkCrF2ZUgdcmRcmQj23faqLJmTU4YAs0Ye2rubNhh3c3bbGI1JpdsWGd77/Ne+8/jz2HPl9khRx5vWxoB0jBPtAX2m4xyN/RpTKlXDGqxPgyMb9yw1iZNnYbRX0PAuFXi0sAUI9jp4jNEccGY0jZ78YmHbBh0qbUjx9qgKlSC45mteO4JmwS2bsKMqTZtxgzYOuxF6NC6EZgMGcwh7yW2pW4H7ME6W7jX7ja03EeSbdzcIO1rKfYpp+8tX70BNsp7OnIdMBiibm7KWPSpg36NwZhkOz1YDRJJI1hMYwCr2dOS84TVOolBp9vNCIDeAdpoU2lKBVacbeMjjTYbedAV6cz/L9BWSPnRricWq9/npD3jgOadsoIAOvmsme+zxJjRh+M+FUAb92zySXE8vj5AG9OS/fZqDrTJ33EObSAY7f+M4cqzWrHX3Va4r/Cv5LcLIM99SR68uG0I5t7Tnt5TzlO2lC/oC8+7C8+ec0SCedQRCCIT0RPnxPeJORPooz/jbGusZzK6OLdSyI+8BYg3U6ZUQiAvqb3i9KPLxEDQllxa4d7Fc8l/zwM3ne/Zd27H9+zSC5orLSqPGHyat2vHaGgInAja2HRTVYu8oViFNLak+mmU2MsrT+11IfXQjDRGF4sMCDpo4QgmcHV0gu+ZP0eCWR6TTM2yN9bbtp3Y4LgZ1HcQ/IyGRkkC/EgFJgCkRRS0aYTwEvY7u5ZnevKpU39QxGn/e3o0nxb1eZ783PjuICu/eN45ANevkxoZzTzkpk2bV84S99U3s7NNUZDgztJz43wf06Ecis1rZ9kxX9oNQENvwdl3FXxWOBdgg0LDU4I8Lsxg+PSc0+YSaMUz4+cKvgmcuTOlo+UiZDQRQko+eDc8ZFpZtQljjnvR1IxGhuynp1NnegdsG/RjLFIAiZR60bBlL1/vmJjXKsePa68iqBIAZ78qnC2OSbC/BY0yCdo0NQPHKQarwZ5TBLRjUdU2E2kr3o8mtHLYiEquTVuRI2FjVSxYgjPONuS8QA7uZtrKdVbYcLj/ry5ZjH5U99u3UAiwHd3Wedya8l574L67bef2HXbCiSejpQAaf5JK79hhf7jlFhs+Yqyd+Jkv2GaIV9mKYOSgZvvlFd+3sUPKbc7UcdbZ0gDh+ys2C8UCa97eClZmiH3+rG8j2YNCA5zLIDiLJc8/Za+98qJ9+fQzIBzHZ6N9B59JPXpVPXj37+yss79udW24f0gZaTxKW5395upv2vsPfp/NP+CTSBUhZcqKTYzfWvvMvfbX239vl17zG7RTWIreUmW2//77o0N7k5VAM9RIZ4OUURiFaAkSxjCFMAmspZSmItPkXIJxS6kXOZmk/+SzC3CkijkGcvo7mBkGdrKLXlVdEDjHvoygJthirsHcvuJ+45oN5jxsk8onEmPrzgM7BMfbWb8N6WUMPBd4dN2ngkucf7UqSWcWdEX1qAjdwjFF7L/FNhhMieM8xmLCRh9SZ1w7ZG9ph7Bw7c93/cnmo+fbXgDG4Gex/rkGOYaPTjCqzj2FySa6dFzMhLMijCONuOApW1AxAAJPatf4d76f1bsx5sfbgBCkcc/gDAja8HlshGATuQAAIABJREFUFUKuM65dtoNMmjR7HvzRsQ6CU+mGIK6qDKnh7u2aJHLH3f+0U792LnRsTWr5s+wZTAg4+BDbvAu948CkdaFoQVl7BETVSKOyp9pLeA0Qns3e/T02qHYadJVwSEyTwnhxekBpV72tW/4EqtBRwFHaYW+8utT2W7QI92+GnfuDa+2Yk0+3SbP2gsB7l9WgByIr67qrx1sT9GadmKvL5rkcIA/uEcEa+nZuWmOL5kxGmn+HtRWPU+PpHmQGmNIsgmSgFoU5K158DM+oE21Wptuf7/6PHX/SqTBw0JoBNM2ENm38SLT34PB6XCM1tNvqWgDY3sZryIb02P4LZsN1IbvD9iowYAzwXlm+GvcODVNhLxbMm46b0GPrtm0D874djBpnFg+2RlQREwSzjyXvXwmdNe45K2X7UOSAMbQC91zhAiUJtEVLGbFg/H3StAlkJfsvv5rSqQPBWezP/IxZX+8R7PfXgWbvfxeNGuUEOd8eoCsPnqRtlU9IICj5S29L8+6gzTXT/noHRdRr9q/8jqxKgKG8HlvAI50Xs3V5D5oHcH6M7FjOsmUBnK6NeyBJLNwRu1/zL2+iGzOyWzCqjj+zKXIvm5+n+/NuYFcD5/D5JJvkgxPAIHjz6lP/vT6Pfg97leBOc9Hx5UGi68T5NRC0uZ/FtSW5U4DHIGryzyrPRup137hrByRAGUpW9MZoDjdTmhUCV3U/di0a+zaxfJ40Men9IrAprLKhwZM4HFaEQ97V8RefyyiUCJUVFk2Y5cd0l5q04r4SvKkKAyHYaFRpcfMQQ2yp34XNBcNUBcoRF9etfig9LizHMaKVCM/TO61n1ZiZ7JIRvCrZHSzQyDJ6EGOWsWHxMArOrIBfnalS5CE2wt8TmyAWLXPvIdLkIhn45UUEBLsOVPMpUtekuEYoHlIs8hgoTEDGCJN/51xFRvQ0UPyZC6cnteHggHcaGE+5KN7XcV1ujmMnYBuLPsBrUOjOrPDifZM4YEN0jIUpDY34bL+7ov2lQYODwfPsAkDj3uNG7QDgphaErAQBWBdzPDgngjY3BG6AFADg2ivJ2GJt8Xq72cNP7V361Gk8P4+N50snIx0SUlAEeb3sMYRzZJNfgvuIklShhzU5dNgIGGqft0hnp/WLNf07gLAatGs49Iij4T485VWK1gPX/+Ja+/gJn0Vacyo2IQwujHNvyyb70WU/tC987Xs2YsJ0fB4cLpiMsrbtdsUPLrJjjzoC8wsn2CP/uht93dD6oG4dWkJg5E57me1z+LFWOWGemDNWW15//fW28D372T4HHIz7Wam1T1b0sQf/jfmZa+yLXzrdmpBKJYDog3Pb+vYq+/tt19lXvnKWFQ/FjEawEV1woFVwmHde/R21IPjoyV9HFWCNrXv9RaTD6sEM7Y7qt3obOW0BnC7uCaM/BVYhX2Aam0yz6kYdQOux0xryuTKKIQvk+yocRlT4khXn9uGa5P6lMSKAEPMmUMFq7kiP5uLgpC8p7KHEqPnoJj+PLKKMvUqQ7+fDrxD5cj1p/6lgBQ27qY9l6xDsL0kEaBM4poipdy1YLkE2kfaURkg8NKYNC5eFCG34cF+XFA8jooYx/v0ffmsLF+xpBx7wPtgvsGtIGWZlr9wHbg+cjSBihBFnR/YUjTPooJSB5+0MmzfQpaOTs+QlKAPgrAZ1bGwUTWaK26aN7+Xf6Tz5DAv3mBkPt9FqQcHZvdiH5YaeZtvfgCbzb3bY8V/GPNRxeB9kFQA9ZRgn1bBtk+02AQwywGc92C1qysqRmiRILYP2jf3OVr3wmI2oHYUh7vPQDHoUeggSHDNQgD6uZ4eVtq+2rp1rrLtlh61YvhzpojG2hMUABx9nk1HZ3Ix7xNRh5+aV1gTwOHXOIujWyKbVAopFWom9zDqst7UOVQJrkQbFXNCSMZguMhgFBViKqRdWGSq8hw+CDrq9yTZvAaCqGWdFw6YgqMfYOIC70cOqbBL0aRzNRxu1BaPI3lxfh/djiggTHFi/Y9HuY/qksfJXu6BjWvzqSkj2ACBx/VVInc+fPVFZoVXrNqDNEFp4kEXhOeA5VMLPVWFtsrF3GYsgGNhG6yOGp1qHSZPGtSP2M2VRBOKy9N67gTbXiweDlenStGQTSMv8iQcHWZrU/xJ+IvzRQJ0aA9j4krYuVfAXfpdAW/gF7WL67VwVaD9SR9flUgv3QQRs7FTgGCKrKk2yF4IMgVR/ffblfqm/z3TNGr2WSjMIPlIrMd4n7dwUuIt8oE2Qpi9j5KPHofMTyAQ1t2oCCa+dTJt0qxqb6ARE+FsHsslGck8nX86mydHLjt/L2fZG+50jOjMcwX3vvpHtsRzM6e8Cpx4Uy57yinX/IpOWnXsAtkirx2vyTJvO95w7MDCeGzNuKKyHhOLYCKw2JMtGYMF8Ltm1wajE49/YOoIGXOX/AmEed5CK9KiRrXhoCCFuBdjYidRVM0TYvE8CIviscrxPTA+MCu9i0K6uiyNL5m0j6MQp7B2O9CiBgjaVOg9zk7AnEsGPRwyq5uRDpIaJUS6ZPxlMZV704ENoSIPKZ+XREcuwfCHpUcDAMuKnFohMQL5Du25mciRa0MmJCMAp1ZgejBgy76jNh6ZEEY+VFppYzXQOwb7RIYq5SAJXbdT4NxeqOlA7ratlwOpZbWZ3VoxbxIiJyQynm20W6Q/4X9Iixrnqu3I83F0El74ZuMCzeW2ecvPfOx3MKIZAXU0Ndb8B3FBRSgfErafNn3y3HHTSScnA4V6wwz4rFwlEXWANlgHrZRv0ZtQH0bPxc/ksGQRojfEpMlXMAgjCETIZcNqKuFCFTFc9GAxYNXr6sYqO3acR2ONYXWjr0AeG7SL77OnnWhWc2iCwYARhW1e/YPf8/S/2zR9chQaq7CNYgVRqi615+SH773//a6d848c4BvQ5GGpdBYez5qXH7dGHHrZzvv0jVRCWopfU4kf+Ya0bXpJmrhUaKGpxpsw/wBbs9357++2N9uOrr7OvfeuHVj4EDU0hDC8GwzGktN1+dtVVdsgHPmoTpzFlinYITI3CAf8Ns0yrq2rtyGM+Bu0grhPPgj1aN6xZYXffcoOd/41voJHoGFwjWFEM/qbG6PYbrsTczN3s8OM+ZzvQYb4Y50BQq/FgWAadBP/shSfpAu+/t4tRyl8ADr+hXlM4BICMwnwmA7WeAMhSVERwx7VWTX2PUh9cjJxx6v32fNJCbpZhMoKRmuduEDNFG0E2QtG3R/YcgyXAr0XJfeyNtoNN95S/B0M70fy4lzMBYYvYM44gWGsjAU4CGxUOpTRWsBwCbgw+8FGT0CyXQWY3BfMAo73QtQ3Cc/7xjy6xI4880vY/4P1K+7Ggw6UfRAQurQiWQnuff+M1FII3ssaJjRD4chAmB0kpAINKfZ6vZY5jY3qU8gKy1LoHZPZouzRSCoU7aHPD6L8CzoFFKmLckHYnYNu0dqVSmIceeZw1lY0H4Kr2JAknAHBrt++y+reX2ezZM21X32CkLqvVbobVqpyUUgzZwAg8z2cevR8sWbEt3PcACPXBMOIe1qCqug/FO03rX0Q2dZ2u4X0f/JCdg0KbE0+7wAaPnY/2NUip8obSJ+Aetu7YYOtfe9F233OhldZMRwNhiP8xSooFHLxLaEOMBrtNtv71V23uzBko1sD6rByLz2C3AIAlDKof0rEFgR10h9gbb6zfgmkjbtcnjxkJPesopeI1lxornJrBV1e+Ll0gFXRq2d3RYvOmT7TRwzFFAf+ub2ixdevXq/hiypQpGpHHfoZLlq+StINtpzoRHYplw7Wwur0G94Q2gqEnm2OroJdPmXtAzLKv/xj1pMrtVDkaWqYo8grGrKB3SwG7uAftwJz/kJ9xgMA98I7AngCR/ou2tACmMmaK7yNoyxMNql6mrit9aa8XfAl9g69pBtjx5Ws8nV8Ca+HzqBML0id8S7BG4VtiSHuAuvh9+Nk4vtTnuUyW94/0LB59NfeVgiCeQ/quwqTkS+JzRXBonFWHAzXKbGBB1IgaYEqBG9Y8gzhvYeM3X8fna/l33dcUxBbuBB9Qdq/9TRnYDsAa4Fgsq8Csr5U4TmCEeHYByvq9L72efljkBf0kz4fP+dw/bcHp59gngTYfXULQRiNMZ0pWxztFl2YNNvG6CvRZU8QOg8YPJLPWkUYc0eCSuueN27lzJ5oRNvrA+MQeEbRR3Fm4UaxSo2PKgSDOtnT2pQgd7tGPSwUHzgfSSYh2hUXqN35HF0zAR2fE3kmJreMCoKiXqVxFBVSmeARDZyT9XZr/5wsX1660bwJ8sXLxrKIlRogwCbq4zJVO5cPX8020dkoFh7rHNyKjLN8YfG+IvdVGgZpBPvCUAslAnpKa+KKR18G8mo4gSwyZ/07IPjxcWnB51B4VNrF48os91qeE5ckQBGiLztMCiWzqSpqZLh1OUy0KsAYI2mj0qM+hg+qggCRR4JnxSMBVDA2BqHcej79zDdWj0rgddANTSrxqf1LOSugOEKAzACDLRhaOuWHoZ4rALvF+VlRi/UIjhv4CPj0DTO9Q/O6F5x9Eleli+8yZ31GbAD7SyuIuaMp+qbTZoQA7PUzTIN00GON+br/hMpu35x62O5gE9p+rxu8MGp/fXX2ZHXDgwTb/kGNVMVsC4XcN0pb/ue0amzF+qDXU70B6f6fVo23JwYccZstXroZbrbajWPhQOUKDxVn9um3tS/bIfx+2k750vrRv1N/RubKr/F1/vMPOuuAysKmosCOYheYGc4jsH2BShg+psmM/9km0TsB9oT4JOqAdG1+32375U/vMp06A4y+z6XMWglEEg8H2FPIqxdZEfRH3KVABe/DRqHC99bGim9Q/np9KfbDPFElD48WZnlpXtA14Bnyf9wYk68cAw3vsOXPnBs/HqrkBVAQZzEGuEzuNKNeG2DSCSH4CvjNNSEaK6S4+d1WY8nxkI1lJ6sCAx2lpaVKDXVBjKpRQE1myuAJlHvkqguZxE9us80usFQXmY8aM0T4Ko8hSgNaGOrvhl9faAfsfZB864hhrbvdAhOwzkV4RpSAcyYdCg4IOiIEjwZbOlCDMi2/CRuh7gLZkS7rYX46nl0AbAQe65hRAGzWd2kcCt17kpagdTFwljFYRhPZVSO1vWvemPf7Iv9UWpmbYWBTETESiF2sf59uBzVhegVE8CEK6MDmgfusGFB1AxK/a0mp8J5OP+wMgWU47j5mcb6x4Ss976uy9xej2tUBj2rQes0RXwyd025gpc+zGP9xlsxfug3Yg+0GvP1V90rrRO03sB86xvKjZuurfsBYUoI0YOQuZkxFgf73vJp2liihQDNENTV3zpnU2a9Ys24aZu8UodGCvu87mBnvthSfszNO+pL5p7Em47PXVAtk1SL0yHVUPPds2zCieOm26/AbB94tLloERQ5YGjD8Z4XbMmN1vwSz0VmPBhq9H7okS+DLe2zfWvoVmys3wVQB2OD9OUVEmCM8Gg1iwxgFCAdpYNcppMlw/4oLorxRAOuuaOXlfe2K1KCmgf0lMUx60CfQlEBS+Id92iX9n8B4VxmGn/buTFt6cvD+QyDNaBG3xszM5WRsS+R7uFIGy+M+PNzDdyeXqnxOkiHsKZlryX3mAyNdHkJ9nwwogiTY8HT8+IzSr8XP22oyJ73fAVKQTQVr4Oeqg2wja0J+Pe4dPikFPFwvbFHDiXpB9ilSqskCeAeIX75PbrYzw0DXo3ju+0OuSXYvrG3j9DAILTesL73UA5+nTLHtXsD+JDXVyKP1dQWICbd+4c7PMa8ABejEav0qsMrIfGivEMSlYwBXYJEzBcSGSaSvnDEVEZHSpqkLkv+Bwyb4QZPVRsIt7QMaNpfn8rwegjQBQkTUjffaVwg1jZMVbKQ1VSqVoIC1bW7ByEO9TWS0+r5g3gueM95UkhxBMpTsNhzZq9cGULaNoluDzGJy2oBvmrI1+x4WfQBuZh1hsAdr0+nh2cBj8p0dXBIRMc+Rp3Ixm1dYWG+jnVGjvgYelYD1FUc5MeLo4AJuqbRJACd2Cojc5zaj6iQhIT7awOPK5dBUvpE3NeyJIx03JlDcXam6XaINECjRdnxZ4WkQeSQTT5qCNf9dmoP6GDkntCuB0sJfZzFZ6xKh+4zPhc4eVC4G7hPCsXCVYF5D217Qh+iVD6lq4rIiEpxtsjQgXMhbUQbFXHFO67tpBBfM4ZEbQFwqfv2vdCnvmsX/ZW2uX2IeO+biNm4P+UWAGOKt0CHqqXfu9C+2UL3/J+tAwl9XKlTjvZqTebrnpZ/bN73wHmpuh0hmh3M4at66zm6++1L5/ySXWWj5Wo3o4LHv9yiUAeVfbN7/+Zeh11qPr+k7bvnktiio2a4zQ7AUH2ZRFh1l7+SgwZENx2e32J4DCvd+zyOYc8GEwDFjfUKAPAcPw1H2/R0quzY7/wlnWiLYEbGNSDGZl16bVdgf6vJ146lloVYLzR3qrFAKpiqJddtvvboQwv8O+eMppVon2OM8/9xxYil44rD2sC6mf6mFjbDuAagvAZxnOWREc152YchapsPE167QBygEe1DKEJelc53gSfH0J7jMDN/SOxPoFaFHKP1gGOhDuTzJ7ySjlGIAwOlyHBGxReclzoGzC9yxlVl6R3MF1SuWQArUUDXOdp5FKdISc8EE6iU+arUk0aZaOUuw5rUTsR9eYOGXg6UlaRAYLtCvlKOXn37zjP0Ful93y25ts2rQZduhheDbsI8l+kdy3rFznZAsFLTSQ7pxi/TqTTwPv7W76VdclgXYB6El6wvXLgivYOZwWwap6sPO9aSK3JBo4Bd4mASK2wOhqAhvVYGtWr7QXXnndTjrpJDQNXgsshACFonxUPu6EDrIP6UKme2nHi7EvysEUb31jKUZ37WEN0FBqJBxShWwE3IuAiw3Ly9AbcNmLT9iIUhQxYOpBWzOKGLAfxo1EE16I/S+7/jY79sTPw2ljTBRkCIOgoRw3dU+r60ZBDMBgJQBSO/q9VZShirxhm3Vs2Yw0NKaCgEVTL0MERrQLxWgT0tmG6js8pjUrX7a995yO/lmNOK82ewrjwY466pPaO7OgG2VKX/eBvgaM8JYduPYNaKiN5zaiBi1NwNYNwjXubGyzl1dhJmgFz8UnuQxCf7cZ0MDVYrIK1yGrfVvaumwVAFsDdLmlAIqcC8yiKpEPCPKqEAgOh1aUWsEyBEtsDM+0NOUXIiRScBJBidtDhxQxYzTPtEUQn09/MXul1ycfUciqJB9Gn8CUHvcEv8J3ZZmmzJn73/348cVMlo6bCIACw5c+39N2wRh7j9BYy/w9055x3Nif/ntf7zyvAEr518XvIpU4EMzEMeP4hfNNIDb/+gKbnYBlv+NhLcinDGAoiUFa29rBtnUKtPVhb6laPN2Pgi1KZAEDez0H+l36agWLmZYwuzbHFvE1EIznwRvPi6AtA55Z5iEwRkF+p2eXBY6F80v3PwpZdE7n3bWFsCPRkk47cs5gBT6N6QbqzYQmFZG7NoeGWnMIsahLFWm7cXRDTINLDQbZFne+quAjWCJ6Vf6br3GaknoMH8fiDVb5JWk803fkrPiZeD0BH6NcDZFPIILv907hmbhf7BCjngR5uLglBE45d/4xbqKUXymtyrwGzay0XPgMioWZ6hWmSTshuQ1FVnRKPBbsXPoMX8jxcJmW0duUooyon+mYFNGkNKUiLaahcFzuX9cS8o10PvGQfSHFuakHm25mOl5C43RKOoekEeLxPR8fOgRP0UiHkP4bCNqCJSywe1zACZz55kmRYy4aENMmRgzRDG6YBmDDuSg1FNFJzjD4gk86PpwzQbyDNtdI0Cj7NoR4m/pIpqpxja5/yjYMr1cVcwks8i8JzoNNQiqX7BTSlFX47FKwY51NW+0atO4YVDHYTjvvJ0groiUExM5Lnn3S3njpZfvSGV+xbTDcLHiowX9/vuP3ECVX2UeOPVYjrsj8Da9CO49bbpIQ+fhPfhpMBZw91zbmMd5y8w02d/psO+KwQ3GybVa3fhWYtMXo5bsZg+bX2i6UqS5631FWPnIyWoQcbC8uXmJ/u/239i2CQrBv7Ec4GCLrCginf3rxWXb2OV+1itFTbVBlrYadE7Td/ftfgz2rtQOOPEFzGjkZgQ1HW+qW2603/9q+fOZFAGxjQDqSyWhDK4diu/FnV9qomho77rgTrQ3tTdjTDfZMqkeyXGQY5YcAYFVkwH2FeyfgxdgT65HsVyd1GnjuNWguSjBIJ5Zfb1yX7IOmmcDJtr2bseZzEidHACXjD3E8jGxE+0q3MxXJYeh49m34G3UpTBdyAfB15M8UvEjT6SOYGDiTuZWuTkFSxkDwdELD4tGxgzoO9ea8SZYhyyBiLbZBG7hh3Sr7z7/vQypxLpry7mkz5i5A82jYxAowUwggybiwKrUU/d0CrIUtkYKBa1Lxg4/ZCecXfbBC+C2GGi+jXo74TEw1fmbK0kGbB00Cz9SN4kUEVewrVo7nu+rV55Hue9sOP/YzahPCFh3leI7rVyy3YWOpARuLJrcIsDgDFMdgCpHtQMZXd9mrKIw5aL/3oW0BWAlq6ZAe7ABDK7a/Dx3dSjBtYtUL1rhljZrgTpwyRdXiv/jNH1F48AvrxfD1PrByve0YDI/AZCI0n81Fw9FCp1aNiIuRSmzHPqgpxznv2mpvv/maHfOx423thm0AZXiu0KZ1kRwgCEaAMrSsGzKFF7F2euz5Za/ZRz72WcwgRuCPbMv82eNsFFKc0kljXW7chskFm7ZDDZH6ZmH01kxUlY5GK6By9C58e2u9rVmPIhWy0ATR6JEo+wrWsBogvWFno/xCCWxBEZ5hF+4dq9dJIkgrzSIpOBdgTzFt5aycxv4juApRfZADA0Fb/KzvKcjNp0fzwCnSoh7skOXzLEZ8NgP9gaDN/YwzfmL5EtBwv5ZQWLK3BdCWgFuk4AL4RPuo2KfRbSF+VoyT+6L99fXufpw+v/BZAxFjOgdZ+/RBecAlZmvA5ytx9K6fk0mPwp+5s3WmMA/a+Gs+Wza4bsV/ZN3YtoX3kT497q3bIffHSmmTyUr3Ms6rMIZKAC5j2OKWxHELTGsQRukeSU+M58rPiXug047Pyz2v+H1+fYiYyIFu/fsbd27VJYvOT/8nZ1aOoxGYEbSxsSr/SofIDugc56HUqcrf3TCK7RB74zeM7AsRrvRn6jFGoRWfeGJ4ki6rFAOJA0lLD6KUgr/PHTTZO4jdWaWR0ide6o4/4g2ua0uCatHFLgAV7VpIubkB9JsWSDnluQm8aFRhiPXgEsIWYGQPGoKOYKOUhmQU5RohHoegzRdyWlR4rVdYhuaOd9XZpThnXa/y7BQ90/E4CGPhB0EIF45XOzpoi1RkbHBvd5KJGQPHFEAbjU6KEvhMhP4jLYVr5e8YccTG678t/acMtGWOL5yqzilRtVz2/qz8HrNfFJlVCqldWeRMW8E4MMGZgKueLskrsgDp/HRluAHcZDSkSovyM7kJchaEz0BsqyYmUP+D5cU1ih/Iy2nGLb730uFBlVyh6QKoHkKKcdXKV+2/jz9sHzniUJs1fZJd/sPL7NjjTrK5C/a3XdS14P6Pqx5kF13wDTv586cpfVYJB1TC5p5I6Vx2+Y/sC2ddoDRUL0YUIQED9m2F/eQnl9u3L73OqmpGyQHUVPbYzrdesDVLn7ByGIzt2zaDBWi0oWPHYxj8Qnvk+WUY/zPVjvrkF9CY16tVS8C+Pfnw/bYDLRFOPfVUTyfhftDoN0DYfcuvf2GnnY4Ua/VItUroQjqYPdke+vMNchDHffpr1oiK2F6ACjrwNojGf/HTH9oxhx2uasnZs+Zi4P0k296DNgsAbyzwcSPogQU1UiVg0OCnUjdvT78qVUkGCi9imqkCr+8FK1WobJTz8Ca2PoHAjQ0NZX6dhbFyqXFik7GvGBmH1o77jSCD181pG41osrwLDGQXLVUCV+yrRsBGkMYh5rJNqfUIr6FchRIMvjw95PvFz0nFQFy/CbyxuIV7nedaVQ0H3rrL/n33bdaDtbJt61aMctrX3nvo0ThZNC9OjB9Bm76kn3JmjYGeMxBua9wBejW9T2Zxe5Z3kLwmCawpp8Fr2e6DQFVaNxWEQPmFisdKpR1pVyGkxszc9k0rkQ5fZ2+hlcXhaLHRBmBWgdFRfRRaA/R0tmzHeK+taBw8GpXQpWiqW4v2GqzgxDNn1Tk0mIPRN7D+reU2C82pm5HaRE2k9VShKKCtAZMOtltxE9KGKzHnt26TMimDhoy2Pz70rH3h7O9g7aO6VKXMeN4IkJo3vamWOXOnTVMw1Fg0FP3XCGglqhPI7G7ajvPaahPHo8EuKqSb0VqkAd/ZOLeCfeOob1vzoq15a63tc8hxSnGS2SR42nvuZIaEYt4JaLc3NCOtCTatfDicMypgyey11INVnpFG42EGLIxQC4L9CoA02piVb6xJRQr+7DUyUUy++wBqrWlVNHMUa6gHDeFH1mAmMHuzIRUzCNdBwiKKAQoFZHhtgKHwLrHGlPVIa80ZnLT2wn6m9FqANurDQ47iqwV7I8e0acklP0bb6eyMS2zeDew405WxZe6Xko6L/jMHkATGkjPIQFsUKSbKgm43rXN9J/OcPmPg8QeClHfzM0E8hI8N0PbOz8pATx4khk/Ij4kSi8V9hMXT1NomzSJ1verLhnMWXknaNXZgcJuQJlMkgiNLk2aEh9/r/kybg7Ysm5UVeiRpSDBlBX8Z2aYExhJozV9vnokNP5zXpxd940/bYGMc9sQiYbRdBkNYRkYN1pujkLgIlYLAd1broL+pnCS1bNnAVu+LQmTbmWh/GiD1HcudtA9NTqxaoiW1PBVpuvEqlAxTk4abrUpBcok0OOlG+MbQMnZRMf7NEvtMN+DUKb/i+njWuk4aSz48AQQyUkzHOfvH5KO3LfF5lXk2SoDKXDxlAAAgAElEQVQJH1EAbayqlQbPrydlPD0KIrpOqZyC1ixHRweJpyICAje8PkCczjkVGcRGUxSg9/O++yaNhxosWEEMmRZSaAoiRen6CLJb4WD6hzpxv2IRh6OLRZX9PRaws5F9cKKuCGBKDQaPID4BcDqrbOKEA9J+OiDeY2k0fMi8ettjk3VCdyUQyPuKz4u0aL/KKvbww/2THFkskeC6KlMpnO+D4+Zs1OZWTlFAIQ0r07rbMG2hzq44/6s2B72cXlvxGsDWNRjqPtJaoCsjeG7f9obd8Ydb7fSzvw0QgmkcTMMh3bPsxcftkSefsTO+c6XtbGa7BFSfwok++/Dt9tKSJXbKuT9BlSfGAYGKK4YTev6B223Zs/+1Dx50sK18ZbFNnjgC4G2jumiPmTzXpi78kE3ZY3+IsL0KsLNlp/3qul/YMUd/zHbfYyHAFyuzcV8BIP5z/z9tC2ZmnnrmV60O7AhHb9EYte7canf/7jr71CdPsIphM5EOQ3NUBFt96Gj/wN2/seWvvGDf//6l2BvF9rc7brdDP/wRGz1lrhojq2Exo9W0L9jTijBEDWYVHeLhsf9eSjMSrFShCWkpC01Ap7JvXIBwBlAEbQoyGCLiKwIu7mF+hcNQA2wyesoPMGJH+lUyCTftZdAXFeHeFqFgYxd6ZtUDuLAFhoqmyGwS0Ijx515g8CPoIxtF8FmW7EG/KtjMJQnE6ThpXivT+2LisG6GDymxn112kX3pc5+yf957n51x1rm2CR31e6k55BqljWDAxnQxWBqNyFNk7QZZQYzWdNIHkXHmfzheaGH0d5yDd47CmiSjjBdg9HQGAgX6GP1jXQCYSEOFvmosOHnmgb/a+rVr7ejjP2dlKGwxpNaZWi2SXpgGFC1HwP42bV9v1bVoO4PWG+1Ilbay1x9SsbR1Q5CarOrGtA/Mtd1v3wM1taEJQKwCv7ddK62oBfNZwTp2QhtUhxFYOzsG2cIPQN9naBlSNAzFNGBteY1k0zDRo7i93prByk2eNMXaS4ZjWgjuMfYOnynTTWy9XQWd2/o1ryFYmqEReM3Q3YHfwv97kNpdZ2swl/fwjxxl25sJ5HtteG0tqlA324zJ49HyaaTWQCmCDxaDvLVhi22tA4OGhrqtBOcINnjNB++3CHbA2y0IVFDXhvW67PW3lApmWxUW1HWyp13qTM9m7Vyz3WDkKrEmKrHfyc6xvUolgBTHWzEoYmV0BCRMN4czdRvtPUSj8Cz8UJ55005Lzl/Zk9RcnKBNRV8kHnLieFpU7iGmIfMaZAW3AkteEJMHbQrSk9+LvRmjEPOgjX+jv8x/BWiL32Xv99/QHAwEbfHad2Pc3g249fsd9q1+TgUReaYtfx35YCeOo/NJBx8I2lQ0hE3HgK8VwJ12UrYo4Q1vdUWc4aBaZEkuIxWg7d2uLTu++2Hf2SmtWshA+XMmGeP93fw4hWebAsfAMvnj5Jm2AjmTqD9n2tDyg2/Igza6TVbaiXGDoSDLIMFjimz5O1YbyfAxGpZUxG8fT459u8i26TMJihIlmTFfvom58VQ2nYARWS0aLoGKlAdTSweCNreIcvgqUBKa4ILlDy6AJutHPU7cQBrI6HYcbQOCpSucu15PlpAUamIB8RuNoMFHd8BweNrWxbXeONRbHUgHJHBEEJpp5fwBeJrSGSbxEfptfmFH9aiiLJ57sG4pgiqkcxLglRHQZ2RMW2zW2FzeJiNfrRLb0EXMoWXT8xErEMslfU8p3n4UbQKIzljkxOVpkTMt1Es9jNKXuYpdXrWcE2+BPy/fiASNfnwCfPa1UoVgSouSpSPo84a4Xkncn+101kRGmUJtOjqBCzwV3nYcTqCNh8U9JeijhJ5PqwtpmHL204EngYLFbrnxalu39g07HfM+x06dY00Y7F4GYf1vr/q27b/PQtvvgx+VLg4LAQPdi+yay79l8/fa2xa8/1gwCtDlgCEaihTrdVecY+8/5BCbtfeH4dAwAL69Ee9qt5uvvcQOP+T96OD+AUxCWI1h8S/b2tcWWyUq/pjyHIkeVwv3QwuQsio411p77tln7D8PPWHnXXglhmajlxT23iCkoGpR/nrp939gxx7/aRs1cSrRhowSwcqTDz9sG8BOfPozYOxQoUcn2Ae2gCL122/+ie2BXmPzDz4c0xJqULjRZ2tfX2adDRvgmDDaaY+9AYxqcI9Rlcj1jfvIPows7uGe4jMqRH5gcNS4mb4YAQ01pUUaoeT3mgaJzU65TmM99jIYYiqezyWtowA23PfqV8Xng+CH68RfQ4kAwBABAQBGE+59A0XFBPGkQVlwwv2I47OvmobZaxaxM+AK5tRGJhhjN6BRWa5j0Gwkh8FZnqXQtKlxJphUpro3rHwOrM1c6LLabMT4ibYFNSCtPdDyQdAv7Eg5RbqeYPHfoV/DOSqAkQQjmIoU3HGvKFBVS3HtnU7aHwQarFYnk8j71AUgVcxh99QgdjQCHDXZM088ChtbatOnT7dVGKA+f/5eKNKaocHvRYMB8MDGleLeVGAdt+zcbC1otTRqxAhVkzaV4jsnEDA0osYN11KKNOtOMHeTRg9G/zXc0V3b0HB3k3WAuSpGqvEN9B2857GX7NhPnIhzaLNxAPxVY3YHiMOnsKiA+xPrja0+Opo2WiveX1M52GqHj0dqFtMG8BoGx1wE9CF9rWiIXPem7TlnBgIfDHcHMF+G9iEsBthr/0PBkFGf2A1GbpRNGjcSE0hetx27MOGB78ea3WvPPa0K65NFBi+9gsbWcPjtGHPI/V3CdYQWJgtmTUUaH5Mf8KDJEq9FKnUzOhj0Yp9RE10ErRPJB2opOdyb/SDJ0JaBVatFn7Y+rINespr8TAQqbHXlUz9ct8mnyOyMGnZz3aUqe7E4rPSTj3IyIZgY2c8kLwmAwKI8OXN+Jr8X2DP/PQFipCHDdrsfiQKCXFWhAET2xfXjVdzZf8EEBWOU1ZEWvFbBT8UnxftlT/GfByiesQm77IFMLvuT/s335EFa/ufw4XmAmZEr6XxoY3KflYHV9LnpmgO0BUkRoK2ptaMA2jzDxMIf92G8F3HsOEY/7VgKuvrd1IKNcgzwjuebfHU8X/r0AG38nIF+VQ4r95UH9O5vk87NpY/+bM7/yw6cNw0Lf+u3jKBNKRI8cEYYTI+6AN57MhG4aPg4Fxj+ooXKCJNgjaiSnySWxYEPaUoZTd0kTx96SpURvV7sCyGlFYLdEkODxdmljt9ZTjtYHxZHsIpL1ZOMVJgq5U1LoE4lw+mY8XCCno7ybLIvTkK7zov0qbQlNJjsN4YIV/kypXOcSyo0F+WB2L8nRe1+k/0++t1NqdGg3wje1PyPn0OKGu+nhlDnTTF3qgZi1KZrD0PvBsAjtvTg08+sVo2IJNKjvNZYNMHmBrOlBra8zgSa+AT7baoBoC0ig8JiKrAV2QJUKbVS465rE2FM0MufpTnLjAbvjZ41+7uxRQQb9cKICsTxHuPforKZmiZrx1vE38vpOcJUaoNrKIF1rgM6P6ZVIyITm8cNw0IIOA1G2tRFsdqdPQOr0b6jB01ZS1HTWb9ji/3lr3/DdIF9bNG+77WtG96y3/742/bdy39opSMmCdBU8rnCaV5xyXl21rnfsPJRcJJoPspikrffXG73/uVmu+jb38HoK1S+QYdELczqlUvtX3+9wy66+GJUiyKNxDFgmMG47NmHrLdhq7254mWtp9Hjxtq4SZM1uPppjG6bhLFUHzv5bGiGUKzAXnlwYCuef9RefPFFO/mUr0EHhFQZ7zOcbVfzVvvNzTfbR485SWnPXgm8sY6gi3vuqYds41uv4T1fsF29eA8YG3KZQ8t77C+/ASMIwfcnP3MqWMHhWHscyUQ0AqaMoFYsm+Yp+FLm/SZekm2g5o2SCbwGr4uKPPXHyzHoSs2LCeBzxXNmUJYMJ20DnZ3YCj5ZrlkCL7EMDuB5OpoSgLXQzGow6o5kFFgF4Yq7cgBJ9c9SkZFr3YJx4/7T4Hg52oiIkxNNNkJ7TGw792SXVYPJati6xt6CVuwLJ38c4/XarAiAblcnhO8N6NtXwqpE9KmEdw1HFfo8X/deIep9IVPwQUlCmAQNqk9yChyRwQnf7/pdzgz1+anRUogfoibZ0M9RR8gGuNQJv+eQYySsbtyy2lZjLNek8TNs+u4L8JxxP5AO7MONY+U/W1VwiPy2dattt0nTrBnzcdmnjUUHyBUqm1CGPTC6BDqzDctsKG1aJwa/I3XKqSbPvPKW3fvoYvvqRZfb0JGjoDlboSa0o6bsbsPQzxDlaQDSmA9KfZjGsDZim9RZ3VtvYMzaFAyP381awYZzp/UCiLPQdzDW84hBuzBE/iVbtGC+/ffRJ3AGJTZvn0MAjGtkb/s66mzfhXPwWrcXr65aBzbNK/qZ7dln7mxvP4MN/dKK19ELkf8GewZWlv3VKGWgf+J6ase+74IN6GGlL6U6THFCKjEEs6/ZJYFjrdowDq1mMNtZEUDhmFqXYIBxj0NrxuemQEBpeKxlAD22m+HfCdqoDQ1bnI0tysCM3k8fUgjCWSDgdj7sfVTtF8CVSAFvvhw6ZH6OmFsBmgGflwNu2lPJXoeND7Yn7PqgZO/dYbnMxfd7BgADpMXfhReSvS8wZOlzwk8ECOJxnEjI7kPe34SGOmxAQeuazidAWJxPYaRbshmM3nWd4SvTcXjlJIua0aeNujYng1Kzd9oIPAPKUfIgjodUsV9Orx0ALw9c8+BU+CU9o35MXTxj2pVEZkbhVSGVzj+8C2jrdw+xHZW5SENMdT/O/zM0bWRg1HeMqRFGAxz3w/Ef6JWDUTCRjmKlpkwMNw7dhkCcRx06ETa45E2UfsPbPdDx0kBz8TMFwoIERhe6Qfgbxcwh+osH44Je14AoValFyhJ7r0b0ReWgh7M1GRGJBUtGPxZdASjGA8Z3pSDplGgkcX7F0HuoER4EqkREfLDtsCwEba0og1TLABYnqJkshSekFd0gaJB2UrkUQBJzddz0onwSK5UejBgw0sACG65dk1CR95D3TyeeHJBfRCHKKFS1pN9F+ikAc5YWxfMLMSU+Myj1KPbgvS0UISSgnN+gvI9xLXpGQRknTZ4PKM70EyFElYMSo+Jmgmkdpo3ktnNAkHN9qNHgAyNYC3aOL4meemwZIPBHwM/nLTY2bTSuMRyBDE4R1mEFCxhCl8BqPjUwZXtGrBecRwfEzpzQ0NMHfY1EyUiTsrGsCFAfUdLWhio8iOsfe+h+e+I/99qksWOk+Tvtq+dYZyl0QLgHw9Es6rbf3IDU4CD71EmfwyxKMoAcdN1rv7zuWqSEJtgHPnSUtaGRKKF7BZzlnbfdYrtBD3fQBz6IeY5oucDO8j277J47bkWD0h22cPYUGzmkz557+r9weH02fvx4COC32Mhxk23Bew9FCnMe9EjD0Naixa7BeK1TT/2SjZ++UKCtE6knatYeeeAPVl9fb5/98jdtRxOYDgZfcNIdYFhuu/UW+9inT7bhYydAHA4mCY6ffMRrGFn0x9/dYJf+4LvQiuHn5a/ZSR/9KJpfN6PBKfYBmI+451zf6gvIwIJVpnTOuIMqVCBgw78LARGdl9KXHsD1K4JJVV5hwCNS53OXE6MtiJSBtKhuN9gcuA3goRljZ5iiZWqPOrBetdpgdZaz7B5AurbVR1qlkVt8GtwPCqzE5cl+JOJL+1Hj9jhNAy0xONty8ZMPAPQ02pdP+RxGI7FooxPHLLYXXn0ThSEz0OsO6TnYhqrKNHs0+bcAa15FTXaX9srT+u6MCDNTgYLOmlpMBCmwP7jrCgCYtiHzzPYWtPZFsFGlaPJcjubP9z94v+02Y4FNQlGEQBDuHVt0oCGaPfPQn2233XazRQcfYfVcG+WDEZywsISMcp/VgC1a9tJzmO6wB/r3tVtz8XAwYGxojkxKz04bV7LR2uveQGuPFkyYwHg4tMe54da/om/aLDvzW1fYrjbabtxzBDrdSIO+/MJDNmsegNu4PdGqptrtPO4DViBsKqZNgHXjTNO5mDZRUTMcBT6o5CwZggtGoQN6uFXbDvUoXPzkI5gTOswm7X4wurZhXWsMEBvaQi6Az1o0d6qY3Q7Y6cXLViidzPVSAwZw5tRJCmhoQN94a5N8wxQEP2sxIL6xmTpZPCc8fK1RJp4VPA+CTm2wDYHvqkVkReJAkBl2iU+KBS30c1yntFMMLDmnlhXDfGK0aAR1ZPmCRY5Kw8xuZuxJxpw5EApfx6Aoz6oU9HEJAMTfyHor2OF+6McU+fu5dvlVKBajxRUIzGQLAd5CGx32W0yebHXW9zMAZX4ep8uT/PyzADwFKFzbibkKYJZn8/K+RfsuBfA66fQVv5NNEKmTP05/0BvNjOOzArSFLilAnUgjbEKOI2MxG+UPwiDJ5lPfKzCc7JR8Evdg+FcAed6LgrwoAdV4TXxXy5eU9sz7Tb80B/d5Nq9w3joW+5M6hTaQjYz7RnuqlDaHF6S0GKpHNwkFqT0GUSo2DFMuldSnkBHSQnNj54iWugpqsFwETE0JIw+KM6nJCREljZS0baQjGcMKtPVvPyGzpYaqBCoZule0WniidI60yK5tog8PzYheQgErdwb/Fq1EUkd8NcbgQ0h/501UjylFU/RFWHCISDW1gdfNwcE0+HDkBJxs6FtIG/MWqDhASTu9n9qRKNkV71CITsjAcfOEQ1O4XHg4eaROAKzNw/tMJkMviwYH7ma0GMhwioHjcRjxpcKG9MALkdSAyCt+r0pO3Ndg2mKjcXHnN1bQsbFxCueaQFtWCu2eKtLYBOmKvuDcnM4ny+DNGoVK0/PJUtvUm7DQw/lLRXMJ4EdhjMC+59UEZtV0mNVV0jZ60+cifIYHDb5iWMCgFiw4EFk6+HqwbBQvg2lS+pWAkc1YXSPC+alMQbLVQznSkBtXvIRqy6sxS/Eg+9Rnv4hO7QRt8It1q+1ygJzvXHyJjZ0wBe02wFiAseMMwm+gye25F1yEFNV4pdA05aK9wa7/2TV21tfPRbHBCIAv3Dk4mD6kna647BI745SvoH3CUFu94llUzkE0jnQRO8iXwDHOmIMWHShMYEf6efsebg8++Jg9/tB9dvF3v4cB3GgXAvF2L1osVENbduXl59nhR3zYpsw+AGnZKhyHDW47bTHam6xcudI+dcp5cIRgGXDlTJcNRruHG37+U0iNSu3zXzxFQ88hmLLXF79o0yZORD/gITZk6Eh8lu+50ODwJjPYYPsFqsO5bsVu5RgnrePkjAKURRrG2erMaPN5u8bE9wjtBw2Urx22GUFncWhp6WTZq5G9xoqpH8PvW5EmbScwZ3qURJmYtKzQh85X7FuyIrRXEdyEWYnRNyxAqITdYiVoJdpcPHnP79D5v8VGjhphJ55wPKaw4NlhVFolANoLL4PRKca9Ka7BXnSdWcz49X0g16t7zX3AX8XQdwbFDGKicEMgTsFyCtx43bhONQOmfUIQyXMq4UBr6MpeeOQemzt/Dxs+db41YjIG04FMIfMAg9H4trt+hb3w9KNWM3KSzdvrIKTb0eiWbCQLCOC8epDmpYZtK1rfTEdrjF3sqYZ1ofpjsGOddUutZxdS5hw1hTXx+sb1VotpHmXDMFkD+jVD2xBW2FZQY4nAY1Dbent58XM2ZcZCGzJ8IvRtmHrAa6TGEYCNQ9cHQZ/ZtvENjRKrg5aOLW0oNZBfAVBc+twjNnbkcJs0ZTYg1VAwcoCueBYq2uLAbWjlhkOLM2cG9htYkSaUPK9asxaVqZyGUmyj8N6Zk0ZppBVH1fFLaxD2+/mlb2mYfCvlF9SaAeZyrFUV/jaytlrpVVgFn0FLm6l2BdTBefrfZT4M8BCAQf/mhp52nIwuq9bJEjOgkfUpONS8NCWz58LfBdDmzHNmd3XO4UiStCXAE7Mw7hEcQOSDHe2hpNEKwODZp/5aZ74/WMeoTHVglZpuJyAVUggVDSabHccMeVHGTPlOCj17BOb9gGhimwbu+/zPAwFawZ8MAHfvxrTxd4XitEI2y/2wa6AhQ0bA1Yx108FZoyk1zXR4tBqL4snQ3Bb8XgJTsaaCbcz7ShEYfDLvAtoK/lgEVBBNGXvpdy/1yky/zq4xe11BaxdoH+8quvCvW/u8+7E7Vm7iKiT7qzhPmSlDDgPHog7akh+sBcDlDOdQA8ehFCp0FxUwbDLSBCCsOAMYakZ6QemzhHTJYMRFCmET2IhL8y+ClgLyJmQhM6XPhEGnUcfP/DyeMl/HKkGPFriA0d2I+jnORWUeLPVky0dAvng9zch7WYTwkKm5NjguGjjqaErQtdvTfa6v02bWSmMRBP/NkV6+Eels9FBSM1IHXSTnXKysCQapNUdof/T3aM73f4A2PcQBbJsXCHgaNb7yKD0KE/JsmAOiTIcg1jItpgBthfPWs8sDUDc2cbw84PRlF4ArUkOeDiUYokHhPfQUtesJtH7YjgJfPRTXJuZOzzyMH60dGRAxFZFXci1JBQoJGCQQzvKc2VdK54TfEeAx3UN2lPe+C8ds5TggGPg2aGs4OYARNw00hfTqss11hSNJ1k+dJhzl668sseXPP6m5pV/++sXQRDTa4kfvsv/cd6/99Ge3IJ0IETYWUhXSIWQKHnzwQfvGty9F1SZ7xrEtjtk/774d1Xu77POnnoMqO0TwOO/uDhQyLH5Qr//ej27UvNQhQ6pt9bKnbHjvZqtfvxzD51eB3a4CczcD7MFG247z2VS3y96z6ED78FEft57ykThbNrg2W7limd1739+Uru3oRLsGAgU4pa6OJrsFkxEOO+xDYGUOAGh1NrkG2ru2za+hwOK3dsyJp9io8ZMAgvG8cT/GDxtqD/7zHpzfE/a1r31VTE4pxsiRYSKwAa6VfpBMF50YgakYThe09mMNBkbXvt6T80nMAB9rJ9gNLwDAfiWCIdOkgA2fR9Zcndu5FnkO+C3TokhzkXFrw9qiE9dIs7ReC+yzFjMDKn/G+cKVwuxh7WjXz7EKtgKsZU/DJrvr1z+xccMG2/4HHmQHHnSAjRgxzKrRi7KP/fnQ9XbpW9BFYXg5JPU4PzZuRtNVrmV9luvUHIx5qwnuA5G6qoBm6tRtVYBGKWOYRo6Aj0ufjpsmD4zXYFzDXX+4yUaPHGILF863oaN2A2OF/mtdSNiDvS3GOmaD2lL0a2veud4e/udfbA9MIJg67yD1AsTUTWSTUZmMlG5nG3r1QRu55OlHbJ95UzDbttFGAqSzn2Dd5lWq0qxE4Hr/f5+wFRt32pXX3WLb6ztQBFJkjYNqAcrQkgJM8yAK/lGUU4axV88/eK9aogybvDcmIjD1CpYQD5dNrwm6ajCpgxMPpqFitAy94HbidpVBM/bAv/+OQpv5NnriLDxb2GA0WZ8Alux1TD0ogR6um7YTGY8KpCDHDa1GhetY+Qm2kVqMdiBdaCvCYLsWjOD83adrvij9EAsFtu7YaRu2tShYq8DIKoLuCpzzePSYq4C/6mOgj09jFokV0VqfiS3yyTSeHZC9YksS7CmXdZBuou0hUeFBajGCK65RAfIEqvh5ke1wG50YYPnOJOFJa1ZECJ1++OkE2qJggEwbXxPBDf/tmRL/7glQ9zVaQ0lrGdos+UN8vkbOBVBLjdGV9pWLcSlEgLaYmBAAUX9PMhcGKrwv8ZVvwlsAKgmshZ/nazOGrr/GLv4W3z1L49XY/9uX7xX3UWqQn/aO7iV9gsCUD+4jcdSE1Df7tcmPUXcLW8xzK/SJTCymAjs+LaYgdU/8PCLgE6mVjhVZATL1DsI9YIivuF4pqPQ5mfYwew3Xj5Mw4Vfzn8HXKXORSIs4ftG3/rwNNiMrS2acWAMLjZ6CKXWZ2mogfeA3iVQymTGmFukI0CUe0Rfzw5xwoEXFyBeMAaNK9kph6TU7JxPt0nkUcUYmNQYEa1jEdJoFNJoDbXqQeAA+/sgXjtOerjnjDamkHorRqEajOOWom4TX6gYo1eIbIzaMonBuILKJSAXx4QbA9IgYDyohbX+wGh+rlIuqRul49Bl8iIlBSNqyd4A2VrumjZsHVwGSVZEkSt7ZNF82dCfpQabNXXioYtJoWLJrjUXA1xSqTcIJZEcvGBVtRhwngJKOF2AzBxL9fkaVahYt5BdWRICsRmUkwzlL3G/05dIFQlScNyqh4YjP5ovjvvh3gnSmQJ2piAjODSV7A/K55phLaBJVdUxQyOtCE1S+l69lphqDDQCaiqwFzFS3Ui+e7it376lnXQLw1QGgw6KWagB2jbuCE3/ycVSKPrPUPn3Csfa334N9g/7msGM+j0tEsQKdFxz2xWd/1U459cs2cfZ89YRqa2rDZxTbDy461z5xwkk2a/5BOHPOgkLT3Mpe+82vLoNzmmKLDjoe/eLQXgF7o6YcqdRfXGR7zR1vS196AU5oji1++hnbff6emOXYYS9hXuJHPny87XXAB+HQxqhvWS8Ge//21t/bnAXvQZHDIbjPTDejShajepZDK/fsM4/a6WechfQn9xlYGdzT8r4We/JffxTQOeKEU8FCkN1lxS1SUUip3vTzq2zO1PE2dtxomzl/kQ0eNhrtJgBoANKoIJNRR1pKhpqFDnwmTD/m1ozWYG7NFgxNsh2RHtUeZmpCGjjeS3ymjKVfB0dP8UuOBU6T2lP2OvM2usVoENylcn4Fb7ljutlketSBm5wY95WMOYkSl254gOBrm2OSKpB+XPnio1a/dhkq53vso8d/woOPjlbbZ+89oX/iAPcie/wljEmimL+MlYzU/2Usi1h52bNUlIPPV6Nx7jUxcAm45hySAwTsMzYip60BHCyljgvPsQoO+x93/9n2mr/Aps+YauvXr1OBzdDR49BTeSyqf9mOCXM2sRZA18JmQ4cGRnjJc8/YhMnzbMLMPayzfIjW/yAwxmW4r50osqgpwhSJ9a/aBFTJVlWW2uZN6/RktOQAACAASURBVBGYNKjNyhPPvGJvbmm0j3/x62C0zEaPGGpDR4y2DQBvvehphrIBgYUKBEDlGArfU/+mvfDUEzZ7z4Mwm3cmqq+pHUM6EWwwi0FKenepYrRtw2oATwQ7VcPswaeesSmoHh02ZjLYQKRx8RwPXjhb62kTigXe2oxCCPSAY0V+CZ9fWzPGVg22CShKYKaD2rYlq94Gq4djwb+Ug0EcWg3tJ/rTlcHwsOt9cdVwMLT0XWiOC2alEux6FaaZsB0KnwRnzqodRhJ4h3MdmPHxgDCyJBLqeB/QKC6Bn3OGdQAwiTRlpEG5TxI4iz0SdltOX8AryY8Sc8O1T5+qVG2qHs3YNlboeyaDdregE0/ZrGjFJfhCSVCqSKVbCA2edyuIFiP97XuA1ti/8r04GH14BN88f9p9xVs5Ziyub2DwPxC4aacmsBz3QnvzXUBbf9+ZkR5iP3NfkcmRx8Zep+6TbJv2VmIzdT9S2tzfmrKMDOCYfUmV7n5u/tz4lT8H3m+B2/D7KRMVYK/w+iAdEiPX/57QTvkZ5EFb/NvPLDGyifjRay+8a7tglihRilhhjKtgoIbBkpVigWsQNJ2oqsJS2SwiIOJ7dkEYgb5GrCYVmodDVRRJ40s+ikYWF03GIsAboyMxYVjsrBhjpZQE63LY/jDyD1cSNgIpoRhPlcZr6TCqERlKEEqHklCrvz8tpER18+IrkG7hcPsiOCmdr3ri0EGw2AFV7tD0sEKNFaN6IHQ0Som67oFAgHs80i56MPiL4p2M+MptPmcn/MLS4hKd7o+D4EHpJxoBbi4Csti8CXTFgsmDNm08/Z0bJisrcdCWRU7x0HU/0saKTRKgTYPfde65C0hnGIvJjU2mLcgvKo2QUuTnDAlBm1g9pkfpgvDsefxwvjxtNwRRvZMCgQGbfqBh07UItLGKywMHgUEodig05rgrtvZgEQOfkNrDMBqmg0d02AoHx55MXE98Eu7IXVvI9cDKtxL2+8LbKpGaosaB3zehKOH6a6/AGKwd6MP2EzjsYWrGyQrT5x9/BNWZN9jvb7vDWqiNw4cPhpN4ZcmL9odbb7LvfOdSALmheD0HVIMBQC+rP/zh5/b1s8+GbGwiztdTYJvWrsCEhUvshl/81F5cugTVa6V2/99vU/UcmZrJ06YCJAJKgmmaPXs/CMLH2oMPP2S33/V3+/E1twD4pIo4gM3Kkg67/le/tHnv2d/mzH8Prh+MDCt6warUb4Wo/C932GlnnGF9mMqAHK/SIOzztvKpf9uS558Ga3cB9OmV9hLOoxwbe/4c9N0C8B6EClOO+WHqjPuWKeZuPFtnsvpXjf1foC0v/KUGic+ZUgS1/2Bj0wTuBLzwwJnKcOYU+wPFEu0wvo2sCMOxOVZKyXGyAGkfBGugfZCKEwqsbNqvLvxPwQLOv7q4w9q3rLJXULgxGMFqF5rF7rfffjZjxgy1gBgO5m3qlPFiOzrxzJ5ZusbaysaBjQTTlva/7/EUwKXfcV+RSYwmu4HVlL5PX6xt9okfZIE5jxNpPFT9VsAO33///bZg//fbiLGYjQrAyEH2O7e8qYIETrQohRasuXeIGj+XMK3JfYH+a1Vov/HMA3/HeY+06fPfC8at1pqhJWPzvdJiDIdv3WzD2zZZCYa+76ivw37EuoFt/Mf9j9nL6zrt6xdfZb2VI3U5OwAC2xq328I5u4u52tmHFCeKXfScwKQVg20bhMbVrzzygE3cbZLtNvc9aOMBIIl1TydZXgQWEOnUiq6tVl+3BSPkXrX5+xxsQ8ZMRYEH+7DR7qHp9IyJAsY9AMzrN2+1jdtb8axhn6HFlDgfx5owosamjMGkB5zXVrDYb6zDNAQwbrIvYMyGQ6M2Cs2vlQ4Gs6jxXWDTIE/CfsV4LuIrfHUB5HLiD/0HlZJ5piZsnn6XfFkAgywAyXSc7BPp9tDXMm1S3n9Fc9ZIc+ULzPo7Z3+/fEzqpRYMmUsGgmGL/pqMR7yZvQfFCVxQtsDPSf1TVaDHIgn692Tjo7BCn4+byd5w8v/yHf5ZzDBFEYauJ/Vh7WLAmJgoyQBSkiwP2txWpzRl8us5l9IvSNc83sS++/3rz7QFCHonaOvPxOWLAXksfmQUyBGExTlLUgEfwtZE0immPSv2kusBr21vB4OPPZlhiv7H0u9xrmGvYs3kr9GZWRiABNryNjF/nxk+5r/idQVwp0IGJ3TiHhd9755dCHC995kiIyzjWqRHa6uhX2A1lmYSui6NRkcN6mA4qS3iTDpq2lhJxRtB5+BzSl3Ar4HxuDkERBwPosIERpV4PSMaLgyyJtRZBR0aFaRR7cjXiDlJCzm/OLgwKxBtFfrmFICfG2RPtXDgqpdlM4VLpy8QxupX/JuzFanVaAclwyHfzZha7H3Cgony6IoGUZuB0bLaePgXu8WLycOv8ptQ8XYhhZmlSMUgBaNEyjQBtQBrDtwyJ5g3ItqY2lQZaAvNXZzPQNAWpyBAVdgQTM/45hgEIOD31EFl/2jCF6uuO21mRYX9aGBf3NSnZU1GGYF5JKhL5fpI1Hx2j/x4/CxtKJ0DnbcfL46Tv6dqiyJdH42F603YmqWdQBvghqLuaK+g+4L1yHQKQRu1bWRpqHnThuS8WjkD1L/RuSBaZ0NpdsTnumAqnhuFouketO948L6/2j/+8Q+78PuX29y58+Q4z//amXbM4Yfa0cdhoDvbCGB9leLzLjj3HPvQ4R+xvfd7L4AFxOo4Jvmh6355lc2cNcWOPOoYgEIwvLgFVUjv3PSr6+BEzE4++WS1OVm9epktefJfNm3CSGuu32UbwbBUA00ccfQx9tSzSwHiZtm9/7zPDj70KNtj3w/DGQ/VnqypHGQrlj5pd/7tL/bVCy8HywjwiUIMHnvk4CK7FYUU1UNq7ehjPw5dGAuCkB5CwFME0f3fbrnWDtx/PwC9A8EAQrfGUUZomvrfe/+IOao7Mf3hc2D5AFjRMoHRK5nGVqQdylNVaDyn/Hc3nhFM+T6JlAT/FsJqrXg9c6+sjECHTIAcDsAcmXsGewyqGltb5ZCpF2PL7XyfyTi+9ikDJSmosQ5Tc1tV3dKWCrThmcO+EbQ9eOeNVluKWaoAL4OrKtHdf7wtxMzZLoryFb+hf9vw4TZ6zETbvBMs7LJNYNtG4N4DxKQAS/tHYZMshr6LWVT6IwG6sP/6JfdhalBKCQF7hFmTqlfXr1pmi/baH4UAo1FEgopVgEWS/8Vd9daDBrXdmMtZhVFVhma4PahoZVBSgmkNZEBL0U6mGtWXTz7yIFjkIWBN97HK4WMlAqgsQ7PRrautpGGjrVn+kvblvD3mYv7tQ2jwPNSO/uIPbEdnNUAe7juacZYWYcQUUpwblr2Cdb+77WhDoAH9WiPMZmk1KrBZJIF+hISw9/8DM3FR9DILTaqL0BeuDWC/qA8gEe/fsfVNMNcP22GHH2uVaNLLHm9tfDzwF5QTlIJZXLjHTAAIT4G+tQEj4NCLkJWnRGmlDHAxtmvq6Fq0ARkmVp2ygTWbd2KforobDMJQrMkaALMhEpHTKfsEHa7VEqzlbrHDSI3h1pcTIDDYT88jLLqAA+O99AtJbpJf0feUDuPelRlUAOoBtL4HdVKwtUkOxGI2FepkNjXsn2xs0ltFn7ZC1X7SakU7mSgi4/FV6KWq+5RiTcRLHrTRr3D/5Gc7076JvMD5qvAipUtDvhPgMzJwCvQTaOPx4n4oY5MikYGgLfahKsjT/ojveT8ToK1wj1PQlnBcP0CdETvZPYzPLGiltevI4nvBHSVS0tULC+imyb4zM+jvTTrUVA3bTpwCrbIYzARO8zaN56D7kkBbpJLTYQtroeBHczr+/gDU7aLLtDI8Ecf6P0HbJffu6JMhpdYMhmkI6P4hMP6DWWiAyI4byheKP6AQHhKpsgmhUk14USlSpHSodAIB2lQ0wEXFmXqsfBFtpqYZitDp5jl6RmJAElr8jdJlngIt3CCmNmm8ld+HEdRCcHpS7TfSotPiTzn9ACWk2AVylMYhM+PDpHmzlErFNfJ8upF+6YKhaiBow7+ZtqIQNVodUMyqG4nPpy6POh/dbN4Cfm6iUb1oI9i4tJEThRuLxI06wR/vuTdo1PnRpBBrMHJL4MUNfvZzHrTx3AqTIxKQzHe49oXUnz7ObxgB2wQiY6Zo/u/5zZYHbXkgxU0QQEksFtNeScvGcyeTl6eEtVCl2/H7R8OnSIvnr6ra/lVVhUWMP3vHfQdt6mjNIAL3sB26tm5MBiC87tMkBEaKAHPQt7UBiLeKiaPz5oBohCXUy1EbiHXAQdA1KP0HnaS5utRI0rj3oCiBUdAQsE4a64YwvRGDr6+77jqbPmWy7b/XHvaLa6+ym3/1azgFdFwHw9ba3mJLn3/Cbvz1TdC+/UYMG+XO3dBD7drxlv3wR5faWed9z4aPHg/9ENgxsswYMn/hhd+0r37lPBuJlh3siM9xUr1o5fHPO39vcwHc6jausy0bN9mY8WNsEkTZLy192TZt2WZnX/BdGzIOveXakN4D0GrFYOxfX3e5fRADzqfMey/E+mDZ6LiQ+tqFdg73P/AvzIs8HVq1EbpHbO06uLTbnn7sQXt7zVr7/BdQeIGUXyk0dT1Il46urbDbbrrSNr+92o475libv/BAa+qGaB+LvgMNil3InGONxDj0L2wJYxaviqg6AJzG0pFho8ZE6ycFR4xzcJbc22WkSvh3/IbVyWTwaUvIiLfw2SsATEfic2VKStvQoVM0c/bfaPdrDfQBcNSAfarf9LotReFGLVqytLU2owJxotbZ8GG1NnRIlQ3GvMoRo0dYdXU1eqPNRN+4QfbCKrS1aMbrURHZAwYw9spARkD7qX+gnjm9dD20az1IAZb2NVln/Vv2wL1/RqPkj1kFClFabZiaNfeUYFwaC5Wg3eLsgh5Mbdi5bZPtMRe9zlA13F7OIhg6Y74MdgtsAQe/L3nqfiztFps2e0+bPH60tYJt7WrZZl2omGb1K4O2P911p539zfMxMaHGNrYBJCL12oz9woHq6lvX1WKDWuutoW4j5pDOte1NPdY2eLwhY6rm66wIL8VDqAbL+9Qjd2Hc1FDbfc4B+DWcY3UxRkpttKUrVtj7PngY1jwCBQbveHY1qOLkg2JQ3d7cApax1xbtPlPp+Ebs2Tc37bAtu3AtKPrgcHn2VSwGC8n+brVgYKlffe3N9Rr8PQRp3gqA7moWCcASDEIAxdQ0tdVcBLwvnOXLRsXKajBITXpIrQs6T/3nsgyCqFijDjw8deYaYK96V3sQBd5ZX8yw1wHiMhbJA1QWwilzkZjeCIBpi/zvoT1LTBWL68RAZYUIzla/E7SpCDCddzBtGinHHnJM22tvud8kaOM5Mk3sAXVmk3MxSMHfazcym4HnJv+W7gcDdd2/hLKCjYx9H9/zgC1+F8UC0T7Er9M/Kw/a+oHm2ObpJAv3L+EebjW+XrOwqTlEc2d2rSj4NYI2TovB9TupkILJxIiFvl2AlLhH4NxHW4Y2O4oWCPwCXPs9yWyf+zfmebLfBWiLe8X3UBr1bl9xv2IIQZaiB9a45J7N5B0UWZRhwQyG4arED9R1MAVE/RYrUnjdQfM7bUvdkOvduCFKqFNLCyEYLmoLBNRUlOCGNq8B435iapWNbQMUSg/CxaEozC8n0mI8lhgW9X3joGs4GLUPcdTqIM4j6OgHx4uPSIPl9PwbKWE1ZpWWDjQwTTki5g5oIFpQyt+KQcLUEGjeKcEo6ON4QHyoFGMy7cfFwNEyfnwwF+kBqdFFchp+BbwQ34TxMDw9kzY8HnB+NEoGvAL0ybY5G5GoM1W/4v4HM1kg9dLiyVxpHP+dS8NZyEhNZyLL2HiFKEbp0SwF8G6gTZGJ2E0ybHpqOl/XDiX6nkxBMlpxXwKw8Z45YHMWURsl6TD8FjozpvSoHrnvUj476aMA2tSZXnwftGxIJ7W043nCcWhuJcEwKBNqo9gMu5vHgIHjOkcgDhaW+gQ02uR1AsijdgwMCz4JY6oqkBKk9qsbRn7cyBH2k8u+j6amL9uRHzrcTjvtNGsAaqIWkmzzReediSrkKvvm965GyxhGfACDFb3273v+YEuWvmJnnnepwFwvggL0/rTHH73HHn3yKbsIExaa0a2d7Ty721tt05qX7aZf/MQuu/B8W738FdtZt01Vcu2dDZg9CpYCEwIaUGXxwaM+gZFY8/F7s6egLfr7X+60Sy6/Eh3pobtCHzkG6hUlXXbvnb9C0FlmR3/6LNuOofJM13D8Vk/rBrvlpl/Zp08+1YaPGq8Ai+0MOIS+ZdcW+/kV37Xzzz5Tz+SVV1+3j37i87YVcxs72ONOQVv0HeMadT2arxs3RnyOev4MZlILHFWiyQHAwWJvqRCKr8N7w1iyqX9UpPN3jJa5OFiMQGaNaQ2CtWbsRaZJaaRDjkGGlSuPx/WZti6X8OrNpLkU+Q39IUDzr6653IYBtw+vrQLTVgmmrcLGjR4F8Labzd8TIAV9/EogXq7bUa99Xgq9VS1af6yrxxioXjBtaMGSB220k9qfskXJhiXnxj3Ce+NMjhdZ9GF0WRn0hsDI9suf/8TOP+8cW4wU+6QpM7AH0HcP/zUTuOH1g+BwKFvp62xGLz48B7R2Gb/bRPSRqwLXxYYujJTIniMLgQKF3Qa32wuP/dN2ba+zw99/gLVteRtFB6gSxRqaNH2uffPiH9pYNGs+9KijbPCoSUhZYnIC+L4eaDvbsLGYkmYgU9bbgqa4OzD2CtMMZu+O8VNs4QE9GiMlNkImE9rVYLvVttnfbrvZZiKl+1G0kSkGALvm1zfbgYcdjb2KwAqOcPSoUTYNrUC4jelD6AQpTXl73Tocp8v2mDcXmfsKFdasersOxRANau3D9U/pwLyZU5WY3lm33VOg2EgsJilnSx1UaHuTj1RkgmPwmOyhJvDFCnLGb3SoTFMn+yffJkmFr49og+G9R90OM1CnO2OoQnKBerNiBN1quM7JCvkKv5y9DEmKZvMmgqGgoUs+IUBbof1Tsn0R3CrAFpjxiTZ0xj6Jw1Oy2s+paEHBb0pPErSJqcY1Ofj0PUFwyM+kL5RNZiAswpB7hNXXDnbpw+V38HlixnOgTZ0W0v7OA5G8p/nfWLZgLekq8ux7TBEJ358PggYyUjxO+KIAwdTFyoYIP3imjV+yA3yusPGetQtZjrdNoV+X/Iq2RhOdvOCCmEV4h/dMtsTTxvyK9KikPgwGWSBI/ELQj2fEzwr7E+eaf56yAImUyf+d/477SXJM7xEl4V9Fl9+zHoVweIDQqQ0dDO0NQBGBlChrrENW13jD3JRbZX80PFgueOKlCoA8FgN6KbEbaT5c79/lqSguejJXYchVqMAbl5x0oZtxirR50RKyqwjAhcTl7NzIc1BbDCwqvN/TaqlzNIyZ6GfeBOX4UwPWxFxF1w9prUib8oYBaPIzyNZEA11G74HSsygp5fxxn1RUAfGrnAR7nnFxMLePzymIBnOrNg/S8tGGL0B/j6Iy/N/vR2iEsrYezrQlBJvStHKCemd6kHIQyUPwTgvk+aKOr4EsQMGZDcir56OlaDESm6PAfCWjoN5SadHTsfIUCNSU6kpRRMaqxbgQPyMGA+kfBcMQ5xyz+0JInh2XLWcS64mL7CRdzUUNkKbnqFWChppgYFrxXxMq/toI2ggCEBlVoWUFP6sLRp6V0aFPjIIQVlnR0BGkKWWLfcF1Tt0HiwnY8oCBw7VX/9R27thuHz/uaDv08A/jGNT/gP067fP24x9fgakFsygpl4FthbP70ffOs8997gs2dfY+ACD8LIBM6I++d+FX7FMnnmRz9n4/0pmoysTQeE4buf03V2OdttgZp38Vn1tn61evtOYdG1G0txn91OpUQDMRLTp6wQLScR78P0fZlT//lU1H6vTIj50AdqYcKTOsL1x4N0ZgXQPN3JdOPdMqhk9XyxCuj8GlXfb0f/9ib69fa5/50tfVl7AarOEgGLZKMHC/+82vpPP7yhmnw5ABxDW32cOPPmp77bVILE11Ta0YRlVk4vp571j12cmB6hDIa7i5IngP/AS2qTPEHiuCOL4C19CD8+9kU1kBN1+rKs0nsAnWmRG4FjoLJ7zxrpwWnjT50G4cn2nTBvRkohSD4FRWAM+vGP9uBaLlVAE2bqYxJovGYowKiPef/vefbN1rL+P8O20S7iej06lTJuGZ99m8uTNt3NhRqjaj9os2oqGhyV5cvBSp4qE2YdYiKx8PAAN2kplYsZpkOvBDGeyRGGf1UyOjwVNir0kCFRhi6ma151nJiLFqAF/33XefHfmJz1hZFfqZYYk0bHvbhpWypRF6DEIDSdE+q4M7Wf0IhqsIY8p6m3aIdZs+fjcwgH3WUFyLiQeDZT8rwNhWdm/H0KkmjJd63Xpb6zCLdhtA3liApA675c57rXrCAvvoSadhXBrYrcZd6NO2w6ZMmYr0J6qR0cetDXo5WhVWX5ZA+4hKB2vcvgkFK3gNgoxmBAfkyDgZowfp3cEAMBXd9bZ2yX/smCMPtU3b223qnL3s5eVvAQR223BUcE6YDHAIjZ2WA/R0wfizp9aqVSulJZ09b6a3agJI37RxszU2YIB97VAbM2o4RlAB/CGw2b5tK/wP01yeQREoYtYi6bm0Ygi2GOinwFHaR6epfH0k8CK7Qb+TgszQPMr3sdG3WCpKWxIjhdeJFVOQx4a/cOjvAtr02JWJcVMXaTwybszecM1Hm5CspVMWtIYPDMAmACgmsGDWC0xQMDnB8nH/cPqL284s6M8H3QR6/BLoKYAOkjjUajv5EX4jPj9kDbyNnBvLayj4mXRfQ8MdfT0jDR2tQ+J6olUUjxEAMIqVZAtw7/M+LJ4pv8vnJtAYMptIx/I9XuWK60vOn7/rz4xlejqRDvRjIo4pt/GiSQI4fjZJG/5HwojpU7GUKcVK7F9C3S19Is+ZH5Z8cTCBfFxa58lfar2JrHG5VN6vxrVl+CPLYOi1V/1jbV85aVXscnaSJm1cyRw4Q12cGA0wdRdB8XOxqD4Pi5SVlIx8KKPlV/SACREjN0AJwJZGtODivZGdM1w0XHywZDHiS3uJizI9kKBNCdTEdnCNJ909wQTF4jTgXBihF2BqRN2omUyhJol5/lzkIdEvkBYjBm1aXLNr6hILyMVKMKaUcNLg8WFTo4ffc/gsK2G5mATaaBT4jITu/TPz5crv0LJkey0xEA67/HE7yxRGSKyTHFVs0gy4iUtQRJjbvbnPjsUd4C7/p37RSwJ7BaM24PPyg+MLn5kiL0VzaRF6Gxbvr5cxbP2pYb/OTFgZ150t2gQyU7o4zyyGQDaiPoJzgft037RuWJygFD4SRDiRDgC5pjZUL4vlxWrEs66k7oxrKEVCUZhAQy7mk1ErKxZpwPAf/LWEy7yPZGAI2HjUwRA4b9q4wW668Zc2DZV9H//UyXbv3++2urfX2gUXXGA7wYL1ACSQRbr7r3chbfqkXfKDSwXMqBxlIQ77XP325mvtsh9dgZ5s4wBAAWKw5iphB7970dl2+plfBqODthzYj5x9+sbLz1pXw9uYgtBgb7+N6jmAq+HDwAzV1mAY9iYxb2eff6HGUjVgaDzBayXaVdwIJo09CI8+/gSgTw7YVtIWVaNtduuvr7UPH3G4jZo0E2nAoRoUX4y0YdP2DXbrLTcBUJ5s06ZO1/xVReH4233QLm3A8U+EBq8XQvEiGO7SSBGSOSdIU+sVMNR0dHxKAKL8fQf2bCleX4k0Vcwu5T0KA8WIkgwCn3NEqW60ncHzFFCSVPBJcL8RjCFtSu1iYwueN0Ehdw5eq3QWAAnbhBBE+TQNPNOWBg0ov/v3P5dusQJp8NGjoQ+DjRo6ZLDthlT02NHDAYInY3RVqdXVbZWtYcqtHhq/Fa+tRhNbs/kYZ9ZbOQLnhia87NsGQ874shOzP9VdHulAnjcnyLQDaBDMdrOCHsepKsPVAkhxtubLqPj82CdPtm3d6LUHoNlFhhYi/taNy23EkCFWUT0W8A5/w+exh94gzsbEs6BAn8CtHH0BK5Ei78L8XCYSmQYuZePy1m1W0roVr9lg3a3bUdiBdDMCl+tv/L1Vjpxpx576LWtHNewgAMUSpCBZDUr2uaZmvMZd7QS46oP2kXiakxUM7F4RCg8aNqyxObPnoWccGuKCOW4RAAIQwX4rwTzT7obVYqM/+elTAO7HYP0NseWrXrOZc6dgb2LGKcaCvbV2A/ZBr02ZPNGG1qL1CO5tY+P/Y+w94PMsq/fx0zSrSZPupptuyigUZG/ZQ5AhKrIURKaoiKiA4EIcDEEUFHEhe+89W6CMAi2lLZTuvZI0O2nG77rOeJ47oX7///jBNMn7vs/z3OPc17nOOdepg+zNIrV5U6fuoECJh2MHC5qwh8uQZ9fS2CB11RvVmWKkhcOsDrPmYBtxkBV+EdqrTY7D3wXHPY0m8o7jfIswJO0C38NzIj0Hgnjg+mKYTSGPF5nZAR1utNky3qOmhLhjbG0NiXO8ytpzq/la7gHa22Bw4gwK223gNs8p436M3LRg1vK8NHteayv3edAWnxmgLUDD1s6T2H8RwaLdIRGjjBNJHHWiPa1FiQelmvQSWwNt+hy+54NZS4mC+Bvfn4K21Pnn3wLo8dkD3NI+KBvJtAstrjAHPwrvUsCqBIkS35b6xc+z9AuQTp4epb2ZCa48t9bSo6xrieXa5uk8Nk6e421epq3FsFNch+Qx/W96/0lEoic41ed3ginuW7//9bnlXZoTBoNK+KW9+3ShBROCp1JvwL0N/GiUKsEScn5wwnBI9AbhTsYAWvk6wRTzUZjrZqW0rD4xzRIOLgsaIrxiYTXzaAzABL3IfxO0hfYZ/8zQCcOXJTiMIiwcQqCawIzLashRZ8UGUNWUsdmUXdPCCKs6JULWQ0mFQm3QuVgMFiYazgAAIABJREFUacMIcXxw2JPsamZYVBklA2tUZ1fQx1Yp+B4b3K5n4cHuX/ZzBrh8E9szO/NGkKl7m+J7NEpJGx43NvGZusl8ftLrRBg1fhfhVfJQnwNtmRtkr9a/+6bj+9To+OJMPQJdkCqO3L1Jtj43E7+5SBNWzCbVvQpWb6oxs6/sc+1F/jtjHe3vXl2lLGrueZjeFbWjzDhrAQTnkJ0RyGPgZ8t5cyPGkD49IzcsyJW2DY35083oLDDDsCoRowAPIRgyHKw6Q/4bH7sNGmFcZ/379ZV3Z82Um2/5szTW18mfrr9BKtBDtBBSC82sREIezbe/9U05+8yzZd/9DpR25CbRKPSH3ML3v3eRHHTQAXLQIUdjLSE3CvfNLgcPPnAv2LkmOe3MM7VFkIYG4TwtmP22PPzvm+TS758r9fX1smDBfBUqZR4Wha1XrV0jw1FpevSxp+KQHK2J4B/OfVUeeORRueQnN2B/orsCWGIC0QJU/T331ONY411y2qmnA+w0SB9U3pVhD5eg0u5ugNGJEybLQYcdoywWNemMaeySiy46XyZvhxZDlRVyFJp79wY7KOgEwdZjBSg3ZzsqDpzmaJJRwji14blatcE2qh5hOwrAAqk4MqsmI69EwV5ujMMA64Hk64WHjOrrabWXreXiEoTzsN6Q1aC9LDdD8V97qbJqVnORUWHM7ifI0erAnmfxQQmu/69bb0QTpgbZAp2yEgCTQejPOQpdBRrqqhGig7AsxumQgw+UWnSvWLRoofQpB+DCeqqrq5c16zZBl69TNiK/ba+DjwdoREVlESQxIBHC4iYdEhwazOuy7g4IDlK6BBWYxXhu8FgASZtlzZIPpQvVqlO33QWAvkQ2oTqzBTaN98puMYVg1bZsXq+5blWQ+ugEuGf4kpppDPkzNAfXAHCuVeaj8TtbP3UidF1SXinPPvGodFWv1M4bA6B1Rna5umYzOiK0ycgJO0v/0TtA9BbPVAzNM+b6sEIN0jelKGSoWQZQNmV76MFRFBdrlr09mU6A+e1A0UAlKmc+mPmq7D1tB1LYsmEL2ECM90DktX380QdgBfuALdtBz5OpKHTg/uoCI4WHQhSmQGbPg9OBOeIYtTTVaciTordkyjasX49inOVgHMtl7Njx2pGAaY3Ma6tet1qaGutkINZesOPqsJPlJRBS+Qvma5oNCR223F6aXcrtoYMst2/ReSB6I3O+U5seoC3SN1SnU88/v67bq9AMjHSQqBoN0BY2jySDgTQ7XwO08R559kScJBORTewl/0kH0xxZd3j973m1f4BGt5kJG6ikhb8/PXPjfAgHWf/GHFA+J1MbyBhjX/P+NCWG94EbMKbQ2Sy/Tu6Q+5Pwc9ROe9vDHqSBWv/EiYvqVP4+Bd9xv7TPoRunz+I52urEO9hSFg6XNwYvjzwpCaRR0cilt/x7rnOCNn6uptY4cFIc4DYn0rGYEqPP6CdZN0CaOQo2KfE3O18NvMc6TEFzt/PNn0PltGLu//Pyau06qsmZagRw4zggMoVxrjZHhyECqcnBQEX0crQ/KQsRWGLFTc/FpjlqXMhgw+B9skVMVBcqtcqKUPeWedgo4uTPHtJQFW+nPU252MCdVZVZ/hf/3tRQD6VylLtr8nE+ALyvYhwypqFkIDEmS0MrWDhccKQ5+Z1sW7HmLTG8YYuGi5KgjYcjn7cEydlcFKRO2RYjqtG0rx3j3zgULP/BQslKy+pMWdVtTFr8PvudV5fEhES4NCQ9NELgjJtqwzmY08W9lbBm+jmRvKiLICPkcmaOaydyzrIVEZuDs8ELs6rYQVt4c+lmVpFVbkI/eOk5paBND283KLpYCZ4w2eH9aV4Jn4vMCA/m5Pl4TyYn4d4pDYMzdXG/bCXFr97uvSjNrSEqJrezEwIPbsu106fV8DMPOv1wAG0rrrFqI2tvxXXD9axK6vSWsZ64ThgibYZAKcehFCDeeD4W0xTIO++9LTfd/Ec59IuHyre+dba2XuIcv/nGa/L4o0/INb/+Pe6BKeTMxWqRN5HL9uhjD8kfbvgzDi5oaaH5dif2RkvdSvnF1VfJxT/4qfaKpIwI190AiPBe/5ufy8RR/eVbZ3wNh9pnsnYtxHdXrdBE8zp0UyitKJEdd9sFkgl1Mn7M7jJ2/ES56pc/lG22mypHnfhdqUfISz1rsEBbmtfLHbffLl/56lkyaGCV9AVjXg7NxUL03pw/532ZCUmRn/70SgATTA9DixizIvz3xMP3y/wFH6EI4jKpq2+UuXPmavhu2s67o7IU4AhMNA0JDxnKUhST6cI4NSN/jGanGGCWXx3IkaJDUkBBYAf4PCg1vIifydJZCoTJEXF/M5TF20+r3DhfLMJgugIZ1XoAqXqMPXMDm2B7OL+s3qXlUOaOQrrIrpr77gx5f+bL0tqwUVnHAWi1NHHSeK0wHwqlfdq6HbefLBXIrRoxAppojfVSC5kJ5ruuWbdONm2skdomOH3QLhswcrL0q9pR20KpmDbASTMYMDqDxWDwtPLOHdsu2JQiyioh7Pnhu6/LhnXLtQF6hcqvoOhh+DhpAeKrIwDG+FG+ogxj11eQ27VmGeRetkFP2koFUk38XKapECMDFFagCnbz4lkyajAZYTBZC+fK/Heny85TtgWu6oP8v075210PyjfOvgAyaINlwKjx0rtiuHbSUGFmTXnBTtwCAN+ySTauXIY+uJO0ywfFbNsAxNhlRHOn8AzlvQGQl38s22HcahE5ZT7Y3NnvSgmkSIaM30WdpkKwmBVlvVGYMF4LcugMfbJoqaxZ3yzFlYOQMmrnTidSCHbedjwKDCy/ajMW3sLFy1QXUNUKkIZTguhPHzxsBULzVCywXtMGErgH1U754Ragjd01ujmpbqfyw9IZOPf8tZWeRlmcDdLIjEVcDDSY5aH9UvvgZj5sVICJSO8IW8lx1fc4DIvX5eovlvJjvXJzgMIEeCURHMhkn6fpSKBLMDYKPvxMjHuLgjamJphz3J0BSwGQ2nW1rFYQqDnZvFMHVAEi4rP5M+eEUbhwhuNMtkiRs4gO3NL3x15Pmbb0XuLZA3Sl4dSw+TF2egaycIzrg9FB7m+3Jfwbz29tWemgzT4zD/eqyL6D+6jOzVrRuWNI0BYsngI1P8sDtFmPZqwLx1TdAGksFp/PdF63Btri+WKcY04VjwQhxLSz/76wEnvVctRSRsckK+i5GCqO5HouEN0kGAzmbZTgwKVAI41d5HaRieKAceFTiTg0lMhW8UuZAy5EVncohWmgkTknulAot4Dv/LvGkb14gPFgvScHK41N9fCQoXoNwMXXhbdFnMkJ4X+W/OzSE9xsisQZrm3T/3Tx0JEgyMIY8Nq8G4I2gromJHzzHlnRVIRcC4LPeDatOtUQMgsTIvxrYrKcRKtgtVkOxi37OYBcynJl1ZNOm0ZVKW8tPsXp3DBEXCvx78xD0jBBJIS7kUloe10UTv/zShFitN97OMFBWxg3FfTlouUGd1Yw3USRC6JORA+GMdtkDjozg8V5UgbNQtNpCNS51mwd2/NEXmW+8Qja1GN0hta8GT4Iw2OUm8kNrq5vGnnvS8mhDJkQK2U3ZyLC/OHF2RokoLSdqeuGbC/+ozYhDTeV4teDIbjxjzfIOlR23vTHP2vF0U8uu0SOOvIY2e+AQ9AdBI4AD0dAiquvPFfDQuegZygPw3ZUk7Yj0fr9Vx+Vp9F54erf3AxmCnlCZLSZY4rQ1NWX/0h+9INLZPDgwQBoZbJm1RJtzF2/cRVCXzWybNkiHOQdCLN9XebM+gjOSKnMmPGunPfDn0nBADQLx+dxDEpQZPDM4/fJpk21chKqSTuhlVVZxiKkTkiDIJx6680ysH9/Oe74EwFoWY5oIZstAKzXXfMzOfLII2WH3ffUvq4lCI+++fqrqP7bIBMnT5Cq4RNw0Jp+meU1Iv0AbKMyCHCkyL9rTg7mgJukyHuSKthmordXmPNF2QHIKj0PI1mOnHUM0EIkTBIBtuaZAqC34FnqUTHchpy+WoTq6lENQjBHfTlKPGjoD1WGD935N6les0SBBHuysmclJT1oh0Ywjw0AfSjajI3fZhsZgCpSHoJrMb91KDopwOGwYvkqWbtxk2zB5Cze0CBfPPZssFHoOxtV3KCGyF7yGYqYpK9pHIgwQAKDOWwfvz8Tshar5GvfOh/OZ4Os/ewDrdzvW45QJcKtjSUANODjuN86AcoFwK0IOWxdtavUHpUMBiPYDnsKoMdwezvWVWlHnQwVVIbWLpFmzEcTch+XLfwYOY3tEAjeT355499k+wNPRGuzc2XponnIz6sBezdaygfis9iqivIl7OOMymAykSXttVK36iNIguyAoguwhH2GYA3RQcZ1+ZwIL/cFs7Zo9hty0E5TsP43yqfVnTIKOWxk5tihhDl7Xfi8wejhuj1AGbXdOMUfQxyXYLCVbBvGqBTjgk7zMhV6bezSQDtZXVsvG6rr6UVJLcKmDFMPQIpCL4aOqfXJVlRaHWlVmdFWyA5Hi/6oFqizFfb77kybnhF6ALnGKHP8GYnRVACLwhjAyIGU2VnXgsR1spBsYotpO+LQjTNL2TkHT1k4k8lCCZOTSYLwltzWKmhL8vIU3HlvTLY+y69jEZmUqeHJY9fPGSYbh0hnCaecz8/nNOfWVBciWT93mgPIBehiakMKGIlheTzEvYeif9xTALT0+jGeYezT18Q9RASO53fcP19H9liry31cI6WCou76Ogf1Sgop05aHyoPB19fRudPcWxunCI+3Ar/E+1KwGNWk7NrS85mUmPLzNe5VKZYExMWzxvILZic/G3PwG0AwC9Pf+dxSDY8aSLKEzWJWhSmbZEl4+IN6P1FsoLkDeE8pNgv0EBEyMpSrITXPCVMmC6FEMhj2UBhuX2hpciVvXgsbaNjAeGmyJybAqEmoMOHhSUEGhUyGT2PQuKdW6ESVovSboSvte8p71UXDhaj7MGsRk7NdjDRZhQiFTfX5dHJ5XVYWMtxpuQzWRNY8OI1fY7MQBCgt7KwAS8upWxX6deGhGalkYCRAYYyDHVoOSzwcZDeeSF74ZsukNoJt8okniNYE/ITFCzaNn22eTywNB2lpBQoXlRJpoRvnr82S+V2k0V1B3m58rr3SAEzQ61oqn3iiluvg4MpDrXx9VIjqmON+tHAk8cy4KfMcPjMukXuQGofYKCa2jAVO9tbH1N6D67NtlYe7LY+A/XJdJNkrGdnLMoQU7X2uEUfWV+fDJAC43kJaRucfd08R1j4A8+0MobM9Dj8ba2Q+GrDfc9fdMmXSZHn5peflT3/6E9YA8tW0crFI1q5eKj+85Gz5zW9+i0T3KcrQtAIk9IFm2y8u+Y4ce/TRMm33Q8BOITSKi3N/3f+vm8HCbZbv/uDHukYJfnggznj+MYC21ejBiET0+hpZDjaGbODY0SMAHmvk009XyaVX/kZaoRBfzwIIDO6KZUvlofvv1Hy1gcMmQ++rAnWHbEkn0Af7EDl498rlV16tlXasuOWzlyA37mno1C1eMA8FDShMwGHLsWuDAF4fhMweuOtWmf3he3Lhd38q20AWg0arRSs6rUKymC2oeEC5oHZoNXpHM2UwVChU9wPXDUPsNv+qAamOoh3UmkYAa0e2U6t+abxhpMnyNiOPsYEV4NA1a0Iocn1ds2r4sY9wMdsctdXL2qXz5MXH7qdwCVhKMG9I8ZgEhX4e/pUYCy1SgF3ZZvRwdKfYQVuNWdVygSxZtkJzrz755FNto9UMm7mhoUMGjP2CbIM+nKhQsGIDsvZcc5T0weuLcW8UcO5qXScffvC2Vhvvus/BgkZmBqTb1yHHH4AMbBjbU1WMmAwAzhwPgE3MNVciRXO7Ni2G1McKzBsbsaOdVkcpQrNY5xgf9k7t27Jc1i2chbA5wBHAHgHnM8++JHPmLpVJWFNf/NrF0oJ8QnZPIKirXr0S/VVHS+ngidKwBWvdWzZpVX7LBinbslpWwjHYbucDpRp5aF2l/cBkgvECMO8Ei1aIbgcVuNY7aEtVNXyUDIXUTBuLF3B+VMKxoINBgeoupBawOnfcqCEa2WDe6ayPPqEctBaE9YU+WwX2UH+ss7Gjh2mLKQ7fmo21sgnFHwTeevDDNvPMIVNO9rcYzJylO5hTF9BEW65xPzPH0g9rO0A/D9rUTqkdwTg7aItD1yo08zzl/NBnPq+5vEFkqFV0RixAm4bEeR/u8IUzHaCGXmLmbJOJU8KBz9QTNEXKiNsn7QyDq6uSQhKNyE2+2zIHcXmAJQMZCmbD9jrYS0FNT9CWnVlJ+JJnUNhle84AeMaAWtvF7gSCzYM9d56j1x1UpkA7/Xcwb/p+JRbiDEpUCnC9YNyiwjVSKlLgpOeMP7cK+JPR0uiTckp6by3NcDr8XuO+9RzzcWOf2/8LtOXv7Z7rGNOU6ee5k5rdj78gGydngBW8/sdz2hS1ImeAYInNkVlZx9poLU7AB4TQZeS7qRFlgQCq7AjeFOFq2MtyxjRMiAtZvNnKpVOwEh4OHaKo8lBDjqsxN6wVYZYW9gPFCAb1yfeU495UX0032Bbk2rAU13LnskpAp4s5oXpYe8WlTYwlEmp7GTJ9BDeMhQMM8n6b4J03wXuxvzMp3ehV3SD4rGDnCD80DErpASYuKrNocXoaazUOXIcEDTQI5Ad1kdri1Nw6ZeLMI+heMBBVpVwctikIKe19+SbXCSWg8I2ikgu+gcPDsd6oSblwwrjxtTrNAQTduAR44fUsPKsP4h6braaUkre/G0LkvdjP3Tehvat7EQKvo6DN85X0MCZoy65pgF6fm8+l4XszADqW+JMWX3u+RbCHBrxCRd86b7BQRBlbZfeMbbP5IJCye43n1mspqFW+SKvYOK+cBybS63PGQYBJbAOTVAox6hIc/q0tbCYNOIVigT/87rcwAm1y1dW/AGtme4AMzl9v/bNe84ILLkYeXDvyk/AcSLB+8fknZdbrL8t1v/0dmAUAHIC5RjAb1etXyTWXXyC/vPpyGTVhiuqCMTd0EFDWr6/8gUyErthRRx4nS1BhWlqMsNLCjxAurZFhVaMAyAaAsWhEO61dZeCosdIJQPCP/9yF1KJO+SYYF0ixwuEpRcgQzhdAxR23Xg+R3d1lvwMPxbMyDwlrhHla6Jt68x9vgsTJ92QQpEEsFxD/wx5lccL11/xcdt1lJ4CEwcinKoPq/TTk1NFzBbBC8n0XdfTYXggFCSxEIpgzKQIwBV5cZEybzacaTf3PnQPMO6s41XnDemFLJm38jMMr9h33NqvUG8C0NUIRn0n7yzfUqa4cQ+GAUQhDtsudt98kHXXrVf9uMHqLVlZWyrBhQ5VZnzh+gorrbtq4Xo456jCwVK0yCkK7TQ11CJE2otgAhUi4xoIFABwMqWNNr69uRl7YQNnti8fIZjxvJ9qcdaLYgyCzE4xVFwR6SxBOLEQLqUUfvKKFE9MOPVnWYO7R1kABaO/2BvBqHeiOgSpPjOmwgYOkon8VCgHALKEXp/pS0BQsQ05h8+Y1UrP8Exk7ajRy54YquG4H69WrFcK71cukdjVaRg3qp3Zy8crVsnx9nSzd2CbfOO9HkOoYAM039kxtge3skJpVn0ktciFHDR8j/cDeNaLylHmXus5x72QFyyD9tBlh+BFDqxDGh62HyPKWdoqnt4KdbZGXXn1Jxk7aWYaPHq+OOiZatp84HHlnyPPDJ2zYsEmW4z6450agu8T4caN0T7Zibj/+GLmCAMp94XRTE48sH7YCZEEGIMeyVJYuW4kxLELLLnW51JluBwAsAwFQyBZs2NAsOouwo+XAGlGgB5zmKRuLnoKvCBdmjp6bqwBtkaoTOZapjTRbZnZLXX06A54bFqCN9kPttlMp8X4tLHMQo9f2eBvJiQB3KWiLytI4zMOpTHPoUmc17Fj4658DTF7dGeOj+dBuL+O54jOy5wxgw5F1wJYCmRRoxP1GuJSPmD5vSiwEaIvrpICKe3lrYCkbXwdNLDTk/tfuBhhXFhnq9fB7I4cMtEZRR4RDeU2dHz1PaOsTqbFwGrFumlsMtGVjEmetj4kysXqO53n/cY9xTnQbzyw33MFtck52H0dn/CL3z8kHXSP/fnYZ7tfK5/nVsgWVVGAPaDjobVHioCRyBsi2cZ15+ycCOYZH6YVqfBgPQGRLAKMHspbec3VjAF3XjCctPa1STeimt2L5QiwMCGBDWp09zprQRFiBk3u53CSVOBA09In3qo4Tozd+7XSRESDwHngghOHXw540KOPUGg6zHCdlWjB5NMLstciKQzJxGp5FgUIwkXafyPcjPc2+d2RbvI1IfnC4weBhr6DIABM/X68Tgc4kHKigUsOkCYWqYMVerZ5cBvZy0GYeeIQK7feZxplvFmtfkoBDD3vrRsfYsxI29RQyaRFOGxemepK+sN2TCmOk7Gr2ZWZCI5MO2nIQ5C9y8ByLU0GUJhAH0PMweeKZhTEjiuL7sga6fCY8AgsNCPW4GdVIE0cHaNNN7KA4mEEaWa0MNTCgm9op9+RhMgY2A4j4Y2x80/UJsE19NhoFgA+GbLAuaAg6WuohxrtJ3nr3HXl1+utyyqmnybZg3lbgUP7Db6+XG276G2uoca9ofwWdrhZUcl544flyLvLh9txtTzAIA7D+McPI6fnPv/8u65d+JJdfcRlYOSTyg+VgWHDZok/lb3+5Tn7586swLmCIcFi+9sID8tGHb8s4yCo0IB+zGTId7HXKENciCPT2Hz5WHnj0aTn//B9IWcUg6Y3kes5jBZ7hnRmvyisvPieXX345wi/l6siQsRhQ2Uf+9febNZ/z6984TxlD7mcqzQORyL/+cTtkGkrlzNNP1RzQusZauRc9M798wvGobq3Ca3m0UWqFmxFJcuqcWWJ7IaRF9OClYVVpBWM1QoFdk/g51vi99jfG4a7pCgBwBG0quuV7XbUTyXpjXbPfZj1kVdZAnJUCvJztPgiLLp37nrw343lZv+wzzZEiaKtAdSY/qy8amW+B3ZuEYg4C8UkTxsnEceNUlLUf2DbmtFGsk0Uiq1evRf5eO+wF0icwVivX1UhnRZVMQH/YZlQBF6DjBEWZUWWgwKc3wrDTn38CTFKHTNh2WymDzlsXWkVR8Z+sWzEdQwBYVLigsrZLNi7+BLauUsqGjQYAhf1EuJFt2jRUDemNftCXW/LxbJk8cVtU4aJDBARzm6GrtwVgtJCACCzgrLnzZR1C8hf96EpUJ4PxQrd2cG8KyrT4Crl3vaH716t1s3zywSyZPHmKFA8YhlB9OdYZdNJUcA52FmCxTwtCpetWyChIi9DRYz9btoh66eXnUaxylKxrISMNgVtkbW43YTjWE16Bc6KxCXpqCHM247n6wuYPwFwXIzw/tAp9SNUXhFOCrh+0ybRddMrJhrfjHFLnHHuJvXab4NkwP5EadOZE07Fi7rX1htaEcjpj7vB1AyV60OYRH7OTxt7G2RARixS0qX2IgipnW1JgQbvNKnOeMZFSwb8riPD7iYhE2MJcrshRYgLazICaXYnwW5rPmwM2iybxKyJFYbvi/gK0dQcCGv7J7L1WeYed944dYe/SMyGeLQUjeqtJ2DmAI3+vWnBuw60QI0916AmW07zsnqAtQqLps5mwsJ1JGvlwB976rzL/2JgvtlY0osXebcoVXGPdC9lMW9ZmSXPSIzdNSQjkzWMfdTsfs/EifWJA2zKc/PzzsyGeJQ3J2oQFaHcywhnQdPxS5yKPSsYoYHzveHIRGHFrEcMXt0diH26kBIaRTBvZLP5blVtQfaVhLQAp5pP1YS6ZbhTzbILV0gnG+lN6mDlqWCxWZQlAR68XG1o1djzHjMyB5oY5Q8ePYnWoshNAZlowQLCGzcbcBh4SpMZZPRdAg4Kb8fCa345J5PPEly7wjG2zQ570N3/P4oLN9U0QZGW7E+vpxp6pZPDSRRuHdXgPZOQifBaLmH+LPD5iL11EZPj4uc4cZbS0VtLyXjn+Icprdxx5hLrh+b4E3OjfnblTg+OfG2wWwZoubE+wDWkOvi8SXnV8nHmMxcFJiwXHv1sXCl2eek9RJRRMm8Ks8DoSxiruz8YpZ8vsybzSigybgtH42SVOEk+0Zy6GSjY4EFUpGbK4Dia7by5bC+qQkM3zsTWDEiEDbv4ceOo4u7GNYonMqLsuWAbcNP8DRtsdEz1/aNj984vZJgufRWOyAiGoJ59+DAn//RCOWi3rccBfevlvtMWUhc5b5YN3X5O77rpLrr3uZtwzwktsfI8TqK5+s1z9y5/J979/MRifUSgKIMONAxf74de/+Lnsc9A+aA10BLoemEZhO6pCn33qYRk2CP0fkTz/9lszrfoOAGvK9lPk/VkfSG3jFvnVH5DT1Yi1B1DYCYa9rXGj/PW2P8uJx58iO06dhjZfth774HprVy+T22+5WS750WVgdtCDFCG7MlRbsu3S8mXz5e57/isnfu2bMnLUGO3bx5Aguzq+Pv0VdHJYIieeeAr27EgsUTAlyMuyBvCmX4YORNomikCYxQc6XwTf2A/c/9yv6hzQNnkZP5+nDPtfnRk/nfh+dRZpP/DaRrBttVsKZGMLcqOaWGDSiZZga+WOW34nVVCxbdpcrSCCdo0hvPLyPmpjxoweJWtWrpB99t5T18xQVJQyxEiQTEZuxQqER1F4NGDAIPlw9lzNoePX5ppaWQ9gscPhp0gBkvvb0KOplNW20EkrBVN11/33yh777C3DR46C0O1aKWreBDHjkdJSiS4YBQDI3Mt8PiwaMoK9Wxpk6SezEU5ED1Awba19UQ2MylLudYYFCwCC+qE9VPOKD6W4oxoJ+gB6q5dbSzaMzb0PPCaLNzXKl8+5VEZDu68La2H8uEmytqEQIBD2HhW3TLIm81xEGwngthCAdvLooVIBtrSxaLDqwnVoigH2KYpXiqEbuHbhu1JmFcOPAAAgAElEQVQ1oFyGDBsuz748Q3bZF9XD0KyjyHUnGMUxg8vQeWGIAu+NmzbLslXV0g/V1BV9OsG8IfeYdhyvLoNNH1qFUClsOkN8BMGaJ83cQxaZYmJjr/EsaEJFsPUTg3PNI5YOhWooWq6pdYqxRP84SIOMsDMhl+6wI9bmjbZEX++MTIAu2mu1VAkw4c/Z+aI5b6jaRaGKXjevKHB7GU5h9/BnFG8qm0bQ6MV7ATojX5vr3YiPPLwYoM2AlUV1IgoU95WGgtPXc5uofaIdS56J52M4uWab/XV+/Xjm3NFOWCeOT6BdfWEeIYoxj5QSEo4BXI30cLvrIDKuu7V7sOc1UBXPHMxmnHeRT2/yI5TtyHVeTaLDgaOnfEWBgrVPNJCnYxdpPR4ZIy6Jdaj7QAvrvALWI2p6vjh4DGch5iHAZDxfTxCdzXc8uF9XAbVjqO5jg5X7z6c+62JSYw5MODAwGmSxkBirNDQBHEuTcRDpzcBoscKuBIn5TAKOSpW0OXosfrYxyibcc6q4h2LRqoINJj7CqexEQOBGGpygiV9k5XhdGmlWy3CiWPhQht+X4jAy9OyMkufB6KLxMvDItYtNaF0AGG5zlWcsCFa9NTQ2qUwCFyLmSq8ZatgxKdnY6oI1hex0ULNJ8QpY07KxSaYhMOV2q2Y1hslzAnomipLHcxBh3/Ochm4LmwweAVUWRgza16uVnHHTcgNfuLrR3bjx/sMLUXDmnl5mnLL32cIM2tuAJq+Rg6PUqNk9mlHJv9yNyRg3A216rWDSPPwZoDg1hvwcC897KBYfR8kVnYOU9mcoV0vTcw8vADA/I2MuCQD9etnzhufj1jVAW+Q8hHHQilOvzGKab5HT43qo0pvSpHNjWJk7WYx8nTtuv1Xmzf5ATjzpq7LTrgcpY0W2thisxI3X/ky+eNAhssNu++MwZTImK+J6ofH8rZDyWClXXXM9qHornAHnIvMgM3Lj9dfJn//5T/QTRbgKedxk2ioqi+Wnl/0AhQUlctQRh8qrYEImjRuNPLZPVTR79Mjh8u77H8tOex8uRx53Mtg01FIiJPXYw/fI0qXL5cqrfo/8IV6eTZVxNiIB/mYICY+E6v4ZZ54FWQqrrO4FlqmyvET+8Y8/6WF60innQGqDoQSIq6LgoKR3m/z22l/K0sWfQXz4aDny6K/hZezDCqePFdMIBhZD2oJ5gDR6XIOFeB/tAv/NfRNzoiFRjKX9rreC0D6u7xhOhVbXkZFDkjrfT2FlFl5UbylCXhtCh1jX1Mqb8dxj0g/VjK3IR9xm1EhZib6u++yzj7JpZKfGo0XZunVrZMrECTIaeYLFuJ8dd9xeJSsIIocPHy4vvvKy3Tue4r3Z85X9YwulNbXNsrm4Sse2ENWdvQBqS9Es/R9//6vs/sUjZPKOu6oYcRHGe/n7L6keXDMY1SFjt4OtQfjY80LpVDAfjTpydStQnYsDbsC4aeiKwKbvAOOIAjBDsm9XjRTWzJFejaulGuFcap0NquwvDz36nEz/cKnsdugJctCJZ4AxQ/pGNZrEg0kcNQqdHNZVg31kbgvbrFl6SWsTepmCh5vz+uNojbW9VAydhApV5K+x1hZ7jExgee9Gqehaj5y6ZfIcRJa/dMIZeAe07QoQ/UBoHQ1RZddtRyjQZzeSudCyKyjpq2uxbyHGG31D+2IuGzfX2jrGfI8aNUy1NAn2163dIKVlbCIP20vbzAISOnAMe0PjziwK8hNp65jOQqbWi7WCYdM9x7WQHqQKGFxiwsFZZnd4mvDg9sMyDt3IaQtHMGyb2TyGRXkBU7xX0BN2zI1dWuGc2RDaL7e7mUPpdiYKFAhu9JmTzzG2KrejcQ9hV1NA1ZP9ygv97DnDjun5bNlb+jFhx+Mze35O7MX07OG/rTWlfek4JMSCglkFp3Zu8NzWM8QrX/UzM7Lh82AxPpP3knfuiUiKgbMgEwLk4K/6RAT6ca7x/TGG2glD82NNdDioOM0PVxLEcwndnhO0pZ8ToI33ZhW9tPH2/LFW7H5DVSEH1vH3GEsFoE6GBFFCd0LnxkEbQXb3Mcf9/ffZhVqIkFXM8axjCIkhCMbq6c16GIs5vzSerDJR5XjKcfAhXcIh8gZ0sKP6hhOJwY3DltU+8Xq+jovVyqzJ0sGYUnFYiwTAurFkHwBRQyI4/AgU6ZWx7RWLD0qR/GAVo5zIYHxCt8YYHhsAUs52H/zSQWWOHScJ76N+XDMSDhnuIONmAq0OtPA3vj4v+/WiDU8M5D3rgNPLcIYoW8BxPXKUGDMmQ+si0NBawkA54xSTmU4+ny1lkKLFVUxyJNBmXowbq1hEqjXG8XfPjgA7GwP1LryKyHnkDBz6nEaia8/q0QBtwVSF4UgrQGMcIszbM1QQxi9Y0RRUBljjhjdjYIs3xljnVTcHv9sz2JhYriEVvcNwx1hkcgAZM5gn0Wb3H7mDbouyrg2eqJqCNq2pphHCfyX4O702hjwVRFOHjOaD4RX+x7tCDtDdd9+Bauty2XGXvdGAe2eEMGtl4afz5KF77pJf/eoaqQUzxIpWPksLeoleecXFctoZpyNp/TB8BnLP4AyUYF3f+FuERHE4nn8Jqk8p2AXKikKlKxfPleuuu06uRPEBGekZM56T0cP6ISzVAV2tt5RZHDVmnEo3fLzwMzn+5G/IkKHD5Jpf/kqOOuZ42XWvQ7VhfCNSE0qL22X1Z3O0zdXFP/qZDIA0SAn+xmBnO7ThFn46V14EKDzzW9/GPffDeYCiDISJSwBgVn42Wx5B4/ov42Bnm6U33n5V88YmQ36iE/lsJQj3tYAN4/4hhCMQKwT7okydsyKacUh5Ia/eZc4ZzzjK/GQVvVl6gBtgjDHBHTtUNAG01WFs6pDysLlmg9z6xz8gbw+gDh0iysBe8V7HbTMWnS2qZfz4sZBQWYuQ6HgVwW1DkdPpZ5yK0HClfl4xgCnt0GrohDFMqocPqnPnIJme/25B5WMt+mduAYAZMHSUTESrpxVr1shHsz+UvQ5Cz00waq3Is+O89mFKB0BZzZqlmodW3m+AFPZDPhhyGJkozEQRMqpIjJSChk2yZN4s2Wb4IBk0fLQ0gQHjGu+HHpwNq9E9oGOdNNevBUhCr9ihQ+WdN2fKQ0+/JYecepnsdsjxmjfGCjfrZ1srUrdWdtlpF1kJyY1mAMs2hEHrWUhDyQSEcQkE586cIZPHTJCKgaOluhBN6cmugkUrQnVqx+ZlAGMfycSd95Ze2sMWLKH288R1wMTtvsMoTaZfugqSIcirJDk2qqqfTB6BNYgig95wRgj66xDV2Fi9CfpxFSjGQQN5jEsjws5r1qzDGkN4FmuEcUfdl5hzaiTywI1IEDtdhD1QOZiw/6nz5rZT7Z3v64zVd0bdzZ6CtrAhvJcUtKn98fBbattDdSEHPknlpt+HhejMNilD45qa2SHtBVR6DY+MqFOdOJxmvyxsGraczmGwTkEoBOCMs4CvD8V9s/r2Fa+L8GOQZRnhwPHye+4J1rIzysFEDjbss9PP0FxlxtJUycHmUiVlHMjpZ5GQcNuu95UU5sVzpQxbfsbGWNu9kgjRcz1AO00v04f880yEmfNooWyTA+vOGvLvmXSVg7bIfQ8QFjiDz5qCtnTs1Wnw8QvAqN09fFzTeYj56Pk9HYc41+J9ve57aTHXkS0YLHzqofFAJhhiCLMXvHdtsEriigAOD6Z5SB760XZVTAJ0z8M+mDlaQe8ayLFCBtNOCzBlzd2dniZD5nllJmALpg2GiAyYDjLer/0/fTEbaNTyUAWRRouadg1RXCdV8NGCSxk6bmrkQvDa/M6B5AHA67AIgZ4rE2itIlQLZ5UJs+TEXGQ3wja6+WKT+/fU69JNo/iBHRkgF0EmQRcWjm4qSXsIUheJ50ZlE4LfpSCNzxYTqhs/3X1cOLmjo3/pidy1JVMC2rTZOo2SU81kEmOzpe8Pcd3QaSPYNoYuPJ34bjR3GJ00Py0MZK4vFzefsH7ufaWALZhA+0z7bDK/en8OjMObUTbUgSeBuSJ491bs9dYvznIOnOnz+zVPMDe0nLTMxw0P0CtfNcfKvZ/sew/QxitsQf6RGosChNbxvYi9MjFHdAp64bNKSzpk8bLF8tzzr8m2yG3aY/dd5e7//BsHZhHyxc7AoQ8xUwB7VmvOevdNeemFx+UHP7wEuW39sVZLpS+A0aIFH8tfkMt2LQodepf0h8YW54Ahmnb5/a8vR4eGSfKVr30H67tVKvr2ko/ef01a1q5A39T+snjRchyMq6DzNk+ORc7Z6nUbZP2mOkimFMpFl1wOGQnkmmGP9ELCPiI/8qc//EKqqqrkK6d8W4pLIQCsCU2WEH/HHX+XSuSEHXzY0QA2CG2BVeG6b0Wo7c5/3Ax2bpSccOJZyHFrQki1SWa+PV0N9ugRo9BxYJwKz1KYlWOrIEynz4x4Gyu7qZ+oRocUuxUBce0SPGl4g7AY+4qsana4IErA8aOYLiKUshltzJhn9+ebbsD0o2AABSJtEIcdNGSwyhGNQJiPtoBFDn2Rt8YwKJmn0cOHSSWEk3fdaRqeC8UaYHaY87YOPTzZT3Y9vrOFz4b10G5DXlsb2LPNdTXmJGI2J+/0BXntzXdknwMO1IKS3hWjAKCQDuLhFebOUXpk06L3cUDjGcqHSPng4QiBsiMsngc9UCl4Xgy2rnPzWln9yduq1Tds7A5a1d9ZuwKhRuSCIZetnVWcfSrk4cefknNQXPLx4k0yaIdDkdOHylTmH2Nseaix00VB3WrtLT1h/BRZvrpaGgD2tyDHrY3VvRQABjArRoP45XM+QD7iEOm/zXYI3mN+MCebUKU8+30AwqOOAouJYgbMN0E3u3s0AoQV4/O/MHUbVKYyPMWWX7WQMIHgLmRkKsG8lmEee+P5egPkkb1bB4kQgnSGT1n8tgy9R4tKwVrCMWhjPiejCI6qTNmAURDKRVm+dBal4Lni1SxBFoQNpa3VtZHlVRmA8owNZUr497SCnHYj9DotwsP8v9zpz4THHYSEfQ4bqHZHyY0cFMTfLGk9N9qMWuW206pHjeTI7bbZOssT3xpoi+unoDNs8ufDtgkj5LY3rHIK0GL8Ajilx46lNNkzRHg5/Xv670hnCTsboC0L+/qLs7HyHMJ83vN0nWDL7LXmxHNqOUckd3Tv8fxm8r7/XUPten74GeWgjfJDPUEbPy/Elbku9Jz0AzbGI66rwEz3evcChBS8xefH+ut5vf/r5zSX0oYoB5m97n9pURfPwyIFbAiJqFYaiX+TzbDKPhNUVINGpkxZVaMAtTbUPQNLOLTJDFKPRjeYNh78kXhur+EhyouwAsQGnGAtwojNCFcQ6eqm8bL/XHnZqF0mgeuAZsgfBh8TuAW5aSyq4GHA8CoNgZ37OYPGYgcVxmU4hordDNNmoM0Oj0iEzihSfTIDbTQEmReA31v8PuNKM8kIriybOO/GwGfl2BG8+eJIKfRY9N3Bm7OGCfDg67LNk3gr+QKj4949J0JzZxJPgMxaAKFum9ZD2TSG9vceXpR7hqkukL3OEz273WcAw+5UOhm2AsxbN8AW4QF/nmBo4zUhbshnpEG2eWFOirFspK/TLzUwfBZX8o4xU2kRrlt9eXJfag+6gzs1Btk8GcOnhpTgjA6Bh0cJHlTrh4cw9wzD4rw3JtjjM8y7YxPiNu0m8NqrLyBc+q58Ov9T+cnl16LdzxBjdPH+FijT/+rXv5Dv4BCePGU77a7AsGIJPvOmG/8gE6ZMRuusU6DOD2YL/UKbIIsw+8N35IY/Xiv/+vedaC/VX+9ZG2gjbPXrKy7F5mqW4447Tl575XkZMxztjvBzv0GDtZPBzBnvyM1/+SfaGVXpgVpa0in/ufN2WYM8qZ9d9Uu0HepA/k4/TU9gv+GPoDP2zDPPaNusegDSEiTjl2CvAYfI9NdflteQz3beRRdiSiB+jeR9k2BolbdmvCAP3HePnHPe92SXXffC3Nn+JdNmuW7s72thVubZKjDjOIcyucuqqAF3YWVWHPPLPG0wlHgeVq62MuSKPfn0U0/Ki889oULgzWAvCc742vIysG2wN7vvvjvagoH1wpyNHT1G9cuGDOiPHL3hMgYA0/TbBOACjBOA5BowaAzlLoH4axuqRGsRfqVTRs2omg1rZMiIMfLwc29AGuVCfO5nCFlX6tyWDx6NPqWoLgVDV4QoQTslY8Aose/oxrXzNGdu1KTdpQahxS0u9VGINc5w6oCSdvns/TdkUMkWGQIQ1Au6ffXo3EC43gXQ9Mc/3yEbahuQW3i6TNttX4j9jpF6tKCqR4FKO9szuHPL8ShHAcKy2TPksAP3lyWQhWmBREdTASpU4RQQuHW11AFQirzx4hOy8+RtAF4rZH19iyxft1mm7XuQVNejFRn0+WgDmdJHG1kMCRiI5yB/r0G2Gz8KQr+wdWATK/pRSw95bNBnq0H4sxNFKdtA+64LlZ/cRyvXVmvTd7KbFWDdtE0QO0Gobpo5tbyOii77uULWq4Ti1zS1URTnKShWJe7FZZwTT/eItjkRDYrc1agutPaGxtbwi4dxRFg0nOYMUUSJ0lzcFOCEpEfPAznsF4+puIb+zhm8LHLhYVa1TbSnuBcNcbqDnzr5ej4lIDA9LwKU9rTteUQisZJJoUB6dvQ8h+J8yFKRMM4Rfk2BqL3PxtEEkJnCZL8N0KbyPWSAfd8qkPZzUu2t55hp/+KthIczO473WAGB2+SYRw+DpznofA+tiWIC5n5w7xA7+H9mPyLnLxQKAsnEWWs/hxQMsUoAtZRdS9dEeh29BydmdJ35UZOOX7p2gglOoqTS694XPuliBQWbKLMvIwdXL86WMzSXzGPDQaO6bKgqpceleWW42WCcwosJ8VIuwNCZIWgLpKvq1ZHH5asqNo0l6TMOTSDIzgNo+A0vLJAudZNs0u2g1d6T9LIZxmNIiuwZ3+s9RdMBZJgorXRUhsvbVAXNzN6UuknVQ/KJInBwhsUmxoSBdYEQB4ShUAbMmD9rK+JFGRqm80R49/Y0p4AwQr0Dq5QjYOzJuMWGiQ0ei6DdS9dTgKWeWo8FGO+PzZItcgdtsXgifKpzmXiAJkpMprB777p4X2ywqFbtybTpUauflwO2bvccns9WQFt8dmz6bp6oe4exsbV1GIGSkmkcB45/dz5S2Ur1qDlnUW3rHpjT1nGv+Ra1EYx1pC3WlG63XBCdj1gmeMwCZbu4XPi8COu5Z05uks4B9c6ILZg8zduzLh8i7775qsycOVMOOuhLKBTY2XTMwBC/O+tNeQuhrqt+8XtU3zWYM4ADdfH82fLAA/fLRZf+FACiFAn0aNoORroPPvNitJc69MjD5NCjj8FhyiprSGqA/fhk7vvIjfu7/PpXP0dl6Qfy+OMPymknHyuz3ntLHTDujSkAhh0oFCiEntte++6LkOEmZfJOOPlr8oXd90YVNfKffD7bccBe97tfyde//jWZvMMuyDFyrxQgpAtyObfd9hc57sSTILY7WVuIxeHbBiB6179uU1Zl/0OOQheJWXLcUccog8X76K2C3ahaZL9jph/g/7ifmE5ge9IYWqsY5fyxi4aFHPk7zhHz8RpxQ6g90D21btVSue7aX4HdGyI1G9dpmG3EiBFgxWrBJA3iotGqSc7HKshaTBiHcCnaVhFQHXPMMdAaA0uGCaPYsB4kbvRbUAiwcgVlLIpkFZLoNyPMzT0zYvhQefCRJ2XKbodCr257qYJQ7wJo2zFhvnLwMKmomqDdDBgEZmYU6y2LutBlo3GJ5h12othgytQ9pQaFpF0EbhgDqPUhbAmR2ZplUliLvpxg2JgwzQ4uTOP4023/QLupPvLdy66WfkPQ4QCO7hqARRYgdPSpUn0+hnIZdm9mYQfAc//2TbLyk49kwqSJ0gFh53pcl/elnURggUvRsaIvep/WrZoPEeeV0lY6SMbvuCfCqQC8AHcdsLME2RHNKAaIozxKL1a2InI5bcJoZRILoC23BX1R2xFe5d7cAkDKghpK5FTX1sjS5dWoQgVjxz2F0SU40sMTbKYBDth2HsT6d25xc8OKg/nyyk2m2agNdRsWzBkplsxBVttnhWkWtiPY97CVH9bh0AaDYmACdpDOa6brlefi9gQrkZuWgbQ4dd0gq6PnvwswY68NSaUkxMrf430KbjAW2b05uNRre6FZ2PvsfrIc51xiJLVnYcdp09KUkxS0KQPZ7f5trFI7HtdNv8fz8Hda7a9hUi8UwQNx3MlsB2hLAU58dpb8j/MhQFvY4hTc8RopaCOGMBbMxjEAVXbPTPViahWun54zAdgJ2vgVEh4q9Kc/x7xFDrZ9dourL6RESDfw7GOY3ns6VkEGxDV6jmcMv+Uf2lev+15e2MWkfipMF3Nhqldryf48ZDQXiyrZWPzaFcDL/elREEgpAHFWhkaVzI6qn4cgpuYlWL9H2tvuoI0G3QZIe7zpxmGiqeUB0eMmoGFOSam3u2LSKtk1bm4ODj0wW1xs7O3gJ7wUH7AoOdYN6LQ1c+iMRrX3My/KJi5flBwoSnFkhzRGJy2U0AWPQdJqGA3/UvWcoxq0OBuQW7hMJ92GPPtZ5Ufgqra5VxEbIt040XMuFo16nG6YeN9RHZqj85CiyKd/a96Vvdc8oGh3FdfNvDwFg7aInfjKNnhs9IBHuUcXTGuEde1+QkQ3xibyzXp7aCtroOyMXtx91uUi80AtfBBzryBHDSEBGdavf142RrgdY3mCBXbdJjJ6+EzzZnNmzRKF7Z75GXQEdOw1zxFXomPBNZQAtghKq2FgbiOlAPjMBPDU0MJaa9GiFuZiWo5WPVpA8SBg9WIdKhmfQZ/I8ZCa2HHaNDAzfeXqK34iu+6xt+x1wBFSUkbA0Kkitv+54yYZMGigHPXlUzQU2xvPXIJctoUQbH3iicfkuz++HG2JoJKLA7gTTHN/VO1deunFcuhhh8vBhyIvDgN/793/hvPVJLvsOFk+nTvXViT2Oqsk+0MAtQxSE2vWNclH85bJZZdfow3YuefYe5SSO48+8qC89/Yb8rOfXSGlfQEauVeBlkpQ6fDoI3dLDZp5X3j+pVK7uUkFdtmKqgTFFjPAvr014y255LIfqzAvGa3HH7lXvnryiajSHKpVqdqrGOCCe5kGsRghSNMh5IC74XLhVA014bV6WDMVAnNf19YLnRCQF4uxYf7mvf/5G8R0F0ozWCltxYUCgg681lr19ZJtJ28HkLZZn52/b25ukkmTJihoo91hL9KR+G/EMDCQ+LnMq0wJVhgSbGlsRuXjKoQhUYGLz3zqyWcBeg8FOAJziCrSnfc7Qud7wYevaYL+UGjnFUF+Y1MH9CYJVvAeMoCA9tJau07qVn+qUYIxU/ZE+BFVmRQmBqjrVTNfGtbMk3LM22CsjxYk7fXC2Fx7/Y3S3LufnPidK2TEdrtBGgTrAZWkDWs/QzS4ARWj2yKnD+u4CFIf6J7QypQUHKJlkBephNzKsgWzZHvkGW6GNAj7hTajnZamyqCauB/Enueh3+3LM2bKN876IXLbkLfIcUMRSJuCcRbREFQjbI1nU1CFOSgAqB+ANl1jBpVJFSpGKX1C1pQFOSwWGQ7Q3Im5WLx8Bd5r3SJY6KFnhKejlGKdae9N2vDYbGqHeIjQBtjhTxdYe9l6WCyYqSx9BeeE9pBWR8AcKn7loq8uCu6MlWkFmqK9vs7XnNoJ6rKpQ+i2TYNwZgFDkilseMpwhf1VO5IwYzkDlaaLJOkaHE9PBwl7GMxaRH7UijlDlb3GzwcDnN0/r1veuRr1JLXAbV4KRNOzJjN6MQ+6I3PbGc+e349VkxLs/l+grScI7AZ61AkPIJVX4sazBtgKpk1Bm64XB5hYVByrLG2IRZbM12drPp9TfpY6CooHosDBwD7Bsp29DtywLtL7sV7qefQqwFU8Qwrm4p75PcY11nZ65sfrDHTm1dDxvl6PvL4UoM1yAphDoZVdrMoBAGF+AQ9FshkhjUFBcoYqNDEXDBYXsN2YeTCqgcX8M3rNHprj700k1noHagiVjISydewpCoZLY8fMhbAKS3o6LBDgYFHUUgcYL9G8NhwgGnri4tQNbD3HjL0y4KboG//Ri8/yAFjxh9w1y42xwW/3SeTPeYGADVSGviPYyzAuASbDqe7tmMdpi4DK7TQmkd+XTQRDc5wo3bC8prUL4bNppaoebFbxFBMT7UTSjajj1FOSA/MQvVVTEd1s4glsyUgqM2RAjd+NIeNNWc5H7kmYMcx0h5y/VTyi7+kebuU9RXGELeYcmuaLlFVeeeEFJzJyDjKFcP/suE68N3IRzIPNCwf4dwPsXmkTc+QFJFo96mxfGE3eu21Q+/TYfKaeZx6hjQXGhIAan68eH1kfrh2fM/1ZWVRjlHXs3DlRHSbt0+n5eAhdaS9eOsW4fEtTs48twAhPBrxvC1iIvqgunfPRLLDLzTIEoOyeO/8jF1z8AynpN0zBGdd+zYa18u87bkYo9Qoc5mCnkP+mTbEaquXOO26RXb8wTfYAyNvC3ClWbSP37IWn7pEnnnxEbvzL3/HAZJwBFpAfUwJR1Kt+ghZbhxyGhvP1svCzj9F5QaQ/4mKVFQMR+quW0775XRkMZf569NssRJ4S10oDtOdu/+ttcuyxx2hYkfvBwCpysZAr9tvfXy1notH9aPTj7ERHAop/kN2qRsXh3//+N/nSsV8Bu7OdHop9ECIsBXCY+carsmDefDn2uONl3LiJ1kUBziFzTTWsjTGK6i7dU7QOnAsaZs1JJS2F/QM7UNsqUO5HsQFgcxns17VX/ggKJA2QNNms16OuGp3NvhBuZT7VlG23R4gZUv/4tIpKNFUH0OXnD6zoh3sZJ6PBCtERJTu3CWB0YL/+Ug2Q3YDWU4P6D5BPFyxUOZWaunUA+K0IpY5AnmCtrKtG4n7lSBk2ZV8ZMGPIdVsAACAASURBVGQI8rlaIMmxFKHQTTJym4kilchfY2EC9i/3NPWliqDp1nvzEpk7622pwvgNGzleitDzuIYArHYhQqQt8tQj98nxxx4vdQ2dEPWtw7M2SP8x28mQqYdKY69K1dajYHEpWlB11G1AQ/olsvO03aW+EyAIIdA25IKx2ErDVLheeddmWQ1NOOq9NSDHrxkMrYZQYWMfRZ/ZqbtOkxFjJiHXkXIjYCgQWqWt5/hq9AJgiDYYCpY6RyUItZbi7yMqC2TUAORg9kJeZRm6gKDlF7XwGHLm/tkIiZTVa9ZiXTFtBfON+VRtMnWaDNzQU9TwKH6OnFa1QdY3ynKU8VkEjrqvYUf5dzIpfK9GRrD3tGUhpabwORqGdNufH76eYoOP5Z7UYjQ3EgZ8zO4wtUftn7NlW2N+NJeNklaWSK12T0O0/MzEIQ1gE2Am2CkL9edAKAVtlkubW1X+i/mYYZe3Bm4ifJkCo25i684kpedMnEHplXKmig/B6JYPZPfbyX6K15tjHFX/lhNPHKAt6Jgzj3ekTF86puZQm3guv3L7nVRn6jlsZ4D1+NVB5quNjFEbjtx1nh9aWmxzGaCNe50/69lKaRCuQJU/s3OeoC3ODGPwDHDlQK3Hzw7KA5SFZm06TBko9XtMQWrP4YxQdAoGez35xjKsMaN7tbks3kUjpb08sSl5UaNQ/ZBjayn8oLpt+rDBStjhT4aNwEwPfk0Y8uRJRfxuaD1nyKcsA0dcCFzYaXI5c06YUK1oGQdDlOrGQuVG0sH0AWD4UgU2HQgxVybu3RYB+6Ei7Or5LgSpnNhYEGRFdBB5UCj4I8uAPJQEiUfLKq2C4TNhUfDfVtWGw9KrGWPxx2cxP4+bTpkiNSqWK2WGKc9P0J8xEBy+EPMNdilye2JRmL6ev99Dp902m8UUbH4VUxmlHtVWvEa7eqGWO5CViNOA4mc1mP6dY8YHCO2dnhtdf+42t+qe6LwHMDQ9IitA0fXghiw8VbL9lq9kGyPmheAkA4wOrtQLT4xr2uJENy9Xn2+wtHSarI3+PvN6eT+KYP09ZG48l0rXloVFVWtPw7EmdaKGxD3yzAi7Z8z71zAp9pCBf0s45v3SO9P3UgOL64zgHdcoBVO1FN0MZr3zlrIHx590MtokQXKBuWwobHj2maelBQzdaad/UzY2QBW+DKE7/O3TBXPAcP1Xvvu9iyGZgJAfpCGYLUIVu9tu+70MQzumE04+A04QxhVAiuKmixd9KNff+Fs59OCjZPWKpej5OFLWr1mqYSkarhKAuxr02Tzq+K9D7X47bcPFr3v/8w/d1+edf7EeRmrTwDpxXT3w4D1ou9Uup552psuWUFCa+7ZTnnriIbTU+kzO/OZ5cI7YhxSSHzh0i3HqvvzCUxq+/erXviL77rM/pDbGY0zAwGiRkqUX0GlsYTK2Em52GCoTA6DWypAzWKdmygQhFNiE8Cj3/9NPPSHvvP6KynFQab8D/xGstaIytl8FpCXgfI4cNVYLFfpDqb8doGto1WC1DaWYmx3QwmowdNoYey+F9NGQIYOgsbfOpILwzBvWQcgW97G5oV5mvDldJkyeJJNRXLIWzeQ3bGjEHGFd9Rshe2OMG1GZXoY8uJWoxq1DmHbqVITCC/ui5yfAFHPJtJgLznBbHYpNWmXZvA/RbL1ZqgaiOTz6iA7oWyjLUTxShU4HTWDZbr3jIdl26hfkpG98XaR8gNQXViHkCmDFDi6sYQZwK0Tj99qVi8EG1sk2YycjT65cmpHruAXXUyec+w9aMZXFXbIA+XJTp0xUZ5ygedacBTJ87CSprBqBz+UatWIzwExzaLXBPOcC18I80uHl5xVhPfbDz8MgPTNmCPLkoEdXCKBXgaIO2ip2IGkFK7tk6Wo9Y2xP29miAEltiHuvvn+V5dVwn7NkOGAynT5PhbDD3gpaVBwe97kFoL8Grd8+V33IPCSPsKiNUALAnGfuTXa94D4P28N7y6IpzrTZHZptSB1ezQH2XEztxkCwxohNxs7nrJqeYW6nzPGBrdXc25whs+HIbRntUBpt0bvQZzdDFOei/pC8N8K25vS4Y+2fmwK6noUS8Tn2HeekO8PKnbnDb39zxi5hRfV5GIJmXqYXOPK8ZEEi21EqYFIixlIcjPxx+4+IhD6TEx4Kypw55NUifKq2nLbazwEVsVdwZeORnZ9OKNhcspjSGDyegwbYLGcyihlp2xRwefpOGobOyJxw4n0NpGAuDXvyPuL50nmK1DD7nediJqg81l+8Pz6/1xPTF2lHBD2yuJE5MfRiyLz5Ic6b5OFOMV0FYkwGdmaERtkKEWyQrNDAPk8HxTPHs0WTIHudhJisKIPkQo+DFt+bkORsN+0eWEYH2yGroImAyv9OBkw3qS+eQmjJmSfnumc+wLrMaC3UY7dNomwKRX7JjERFIqujEtCWV5fgIIWnoLo06imbJAALNjJAhc+nEdBFgeHRydb7tICcvY7Mm4E03RYMv3n5snkgea6DLkb3POMa/IR0vOL3tpHyUGL8nHpl9Dwon2KbwURMU1o//Tdfo0nyXAsO6GLM+Nk+/RloCzBDo54vPqsqTg2LJu1znbjxIlNr3qzJZMQ9ELTp+5RZTSj9qPKMB1RjYon/tlFsfNRTcRbOXhpm1z7XvgK05TS8UeYUXzSDEiybziGwlzrUygLGfy5T4PNGpjAPtxq4DiNrn4s9h3wjynZwLZWAkZn19lvQCtsAkdudABSq1COlIOktf/qLHAvx26HDRkKbDawJ2kuVIfT08EP3y6TtJsnUaQiPoRMACwIKAL7enPGKzPv0Izn3ggvRXYGyKQBzOGwLEar8+c9/JLvt8QU5BlptWxASvPyS82WnyeNkBwjwLpw/V/udDsa1ywcMlE0Ab4cfc6IsXbJCnnjkUfnOOefhb8OU1eEWKgLwemfmG8i1uw89S38hxWUVUgzBVWqfkYNZuXwxhIPvlHPP/y6eGEwQtOE4BpUoT60H8/Tg/XfLfvvtIfvvv6+8+eabsmjREvnKyV/XEKlWhmo1ChhL7gtckDmCPAwZfta8N4TrmlgBjmrUGvQabUKO38rlK+UmVIwOHzpQmhAarQDLxqpR0DEAu6jMxHv7gynr32+gsmbjJ2yD73UYvy2yxx67AcwgLw6CtAccsJ+2ympTZXTYBjAbZA4/+mg2dN3QX6D/IHnsyadk/y8eCsYNFZAAwBMnTsTfkOyPJPsWCOeO2m5XGTx2R5X86QMw1YTOBeuXL0EYdlspKB8M/bUiLQbgs7BIoAQyIP0gyrtm4fso7GhGwUSRzJn9vhyw737aPuuW2+6UviO2hwzLlVLXvFn69huE6s8S6VNZJb3QMszIcdgnzLMABLY318sq9JsdMWacFFYOkzoUTzB3sRUvpJPd0VQtw8pQzbn0ExkGoeGXp78lu+x3uLSxgTxaXkV+VwCMLPREJ0RZJ+ZnYo6w5tCaQcZWDZTRgysAGtG+C0xbOXTaCtj1AmPOMPqy5auwviponfQ+nczIDl4FcJ6rRfuuDqtXWZJVo+NOFlXtijuqtNf8YtEL7RiBPCM07PgSB7raD2dKiL3yPUtdToSHWbwCwNYExpHOP8+1kKrg7ej7CTqUTfdcML95tTDuZKYOXE97nAqN2zlpzl/83pxaZ7MS8MpXqg32CvaYAxYt6TU8Id4+y9nv5N+ZPXZLp0Vgce8OcHTVuCnMAEJ2Dwb04v5S8GEfaYwUkXzYU7PXBri5Png5FY9mFA5zFKBNp9EBWbQfjFxE2mxdD/yYBJzmQNnscAaYPAIX9l/ZMp+3AGxGKNn9anKMg0W9B29/qLnSjLJ4z1teX+/DzxX9G1k88hgJu6ZnTXbOu0fvY97t/rXQxqI1Omy+jtNxTxlIe40D8ydeXwJHw8ATf6mbxA8hvlC12PBQ/D0TiMtQis6Dioc33xeDHV6QtbQiurbFFLpg6QaJG8iAhz5oJHfnByD/zmIEPcTBsgX4sae0RUyQaYmmBoq0owLp1OiO4IUQrDhSpogHIyUD4FEGexZMUoA2JkIr2CK74+LAUQLOSwcTRtDGUIuBGAcb3D+OlmPxpjkSkSCr13YgYYvGmB9l0j30ymsFcNYxV5Brk6wAQheOhaVT4Maf043ja0a/pRvaFlG0BMl7rMbrA1zFBknvK0R2OWb6ubH4PL8xNRJWjZx/5fdmHkZ6rwRA3OhxQHidQJYTl4HOYNsSpkvHIdncet/Jhg7WRl/n1il1DOM5tNqUr9G5NlBPo66Og/IY1jFD2V9lCozG7/YcbtT1UDK73G1dqCQNk63ZOxP/LoJ8Qn0DBEQBgAqU4e6U1QA7G1d+KvvttZvcc/8DqOoska+f9V0FKJTc6IUDeem89+SVV16R7/3412jkzfeC9YBkQ8EWyFzc8ic57bSzoMI/FiwCxbIRNoU8xEP33yVvvPmq/PHmPwFSgb1m6y2M1bwP3pJbrvu5HH3Ygah5wOEF3azSvlC/HzFM1qEwAdL3sv32u8tee++v7DdTDzi+bdAo+801V8nRXzpG9trrCBx+XMus7gMIKe8tv/vdtTJ23AQ59IgjtZcfD1W1NTBUjz90H3KcqpD0f4IeSBaS6JR///N2GQPx2wEAVXvutR9CrxxJQFcVp4YDiVgumbZ2VMByDtugycZE+yb0fu0NVuwXV/1MNqDzQDnAZxcYNKZqtDQ26N4PySHq3FUiP4xfZBBGQ0+O649yHFNQndt/ANpIgZkbAnkQaqBt2rgRDA8kMgDaFqPP6+uvvaKgbcqOO4FhRDsyABJWqjdQ6gLh5F4Y7/cWLJaO8qGy/V5HSQl6iZJZLYDAcG/0cl2BopKp26JlFooRakuGm9htU41UFaGt2ZJ3pax9s5T3LYJUyhsAtXvJi6++gc4a06XfyO3k2z+6BoOA9lulyOFDo/m6NZAAQUHBaOS1MexKZoAOrPZ6xfOXA+S88fpLMnXSOOk3cLhs7ADTCKmPLnQ66IsK40IAtwKAyoefeEoOPvrL0huafOw8yn0dDj1ZMv2PbDj3qTrMurLxM1JOEOavRB7cGLSoqkIBRwfC7l1o0cb+tFXofrByzWqd32KcIaGTSQZG5yPzm/zwd3MRjpsKurMYDnNLJq0P5kFtGecO+49Mn0VQ7NxhOFR1/Zjn6k6e2siEZTLQwgeAc82801Z+BkA1/uPY6SHPEDDtmzt0Uc1ORjJ1qrPDNjF8KVOS2ryetlmfo/v5ToiWs48KjsOp90iQj1f6vp6MW2rr04K0sKERvYl715lMQFtisrN/hnOdg888UT+wQHrWhx1nbrJ1NMpBm+IOdeKtWElxg5M2cb4r9mCkx+16nK1xQ8QxcR7H/StwYvRCz9U8XYfPm/Uxd7JHIyoJMxcSZMFmsrBRzwIHbfpvB2YB2tLQZc/r5vgoP6PtPm2dR2/t+NwUtNk4xsLI90UvgjY1WvpH6mPnzIOCIuWuSYtS1LJEq6m0n2WEexxl8gDiF6syNKfAB4yTpDfXA/2nN5ehU4II32TxEBkIg1HVyYPRC7pbNxWNLD1wHh66UU0RPUAbB1+Bjx60Bto0jAmWIJI5lbbHtVU/jXkQ7DHK3D5+Pjx8foXYIv8dCJyHcSW89gBtcT8BRuMZDKD5pnOmJTYY3xP9zmga9D48tBvvp6aM5vJlIWeGNE23qhU5OOl1YpGkbFSMfYCvGHteS7XzlGHLN18YlZi3AGvp5g6mNYzt/2LaMu9AvRQfBTe2euMK2vI1p4eBgnSNvVgY1wFaxra5EQ7xxrhPHYceXk930Oa5MnpdA/3qPbmXmN2f3ZiNK90Czh9Do5pDZ+FMHX9nKcOpiHngd+u9546Qs88h1KvXdHCuwI05mXogMqCJEdGQKUNRnbJs/ntSjZ6Pi5Yslt33OUiGT9zZ2ASEzgb2LZB//Pk6VOONkYOPOU3FWxX0dTXJrLdekvkfz5Nzv3Mp7ptsMwOmuCiAwF9uvkF22HFnOQQ9I0EP6bOQLZ7/8Yfy95uuxUc0ycEH7itj0Yj+04XzVd6iDMxeTV0j3nO8jN92Rx03GvhihONuu+1W5IrVyK+uuVY2bUCODUV22bsY0iDvvTtdnnzySfn+D36iKQFkW/jeEjBfC+bOlrfffE3OOOOb0AauUKDHPqSdDGUCkH777LPk8EOPlJPQBquicgC2BxxIMioI3ZKhbEaYM/KNOvC3erBhBE5PP/uMvPDCc9pftgNsXwuYpg68tmrIUCsGAXCLbgwDEW7kGqsAO9gbDzQAVaJ9kVLRAUkNAg32bP1s8SLthDB2zBiwjShqgEjt0kWL8LkYj0MOkelvvS29UV1Z14DenvV1MgTtytatWAimdHvknLXK4vX1UjRkokzb/xipQ4iaumklyLNr3LBUVi/4QPbYc2+pK0ChAFhQlALIhsUfysiiRnQggJYkign6okhi8dKl8gpkWVZtapcLf3yNtJaNQLUnACjusx/Cm+sWojMCqov7DR0jhSgY6NUHYVUWiHBuGQ6CDd/SXCvL0KpqZ4jrNrAlFkBbB3rHFjCEjVzKV199XY447ivCOs9mMKIUYEZiSHAoWD0GjPnF/GfueR622oQbjkIxtNhGQ0i3EvmZfXDNMgoFI1JSC/Fi7rU+cABoZtoAIoPB4meovQnZiYQNV9vhouU08BrNQNjMmBpnKvBe2kYyK2TWqJmnB7UzdbTnca0AbelZ1A20Id+5GcCNTK7mASvjZXabVoI/R8GZVpNijzNfSvezkx5R1JXapBTEpExbYmayPLuwl5E4n9mhRKlArxUgwiMX8boUuKmVc0YpWvfFfaUOedgtPYcdnKb3lv47mLbcZhuYSO18t+fV45+suIEyRuIiPMoonOYyKqI0Ri3yiIMs0SgfmVa36z0JEU0x8nQivY+oPnbQFvdG2MvPyRoJRDhS+x1bONXOPbf3Pg7hXGwNtJniRM608VqR7hT3mYK2dJxS0NYTL6RneJBhkY6j8/fY6xDX1fwXPhQ3t020ClNklCXDiPTaesGglWOTMG+CCNTCfmrAHcSRadME1YRp6wbY3NPJFqP/IwAFB43X1zwWHpYuzcEk1zgcjbmyAzTbMHgDQRsFeVnAEHRtVJdq8RuZF3wmN3mxx8wjd4GitzyEOQnUbuM1dJOi2swWuLEDyuYBLMXf2Zs12BZdlG588udxWtWrXbMwrwIBMwwhMULzyEUYYDI+o8grDs1LsPYbWgyB52SFrW4LH+90zmLDRp6a5voxTu9jqc/nIVFdcM7wxYa2eY2efTkjFhvf1kn+lYK9+C0Z3PhiKFRzQbnGfDPr3zwPTq+rLK+1iTHQzM3sofYspJGHWKM9V3Ib2T/DkKZgM/+jMWbhWdnvu+eG2L0R0HMzRi6Jh4QUdJlWXBgYmy8CNQ8lOMPWM6fPruWelrMVzKMpBhvCaC9BWwNCWLwuq/XIuL320uNy5OGHyNjx2+o9s6VcHRLj/3XH3+Tc8y6AuOogAB+wD+x52t4k90Fj7YB9D5Bxk3ZR0AariRtuQhXjdACptxGq/BHmAfsYa0tlSDAaV/z4Utlp++1k8MAKufeef8pOO0wEeNtPGuvqUOEKUVoctlQ2GQDpiq+ecjbavrWii8BqueGGP8pF37sEeVMTNdzTGyxEG1i6emii3fLnG1FgcJzKmbArXQFy41RoE2Hg++/7L9pFTZLd99gLAsFwjugMEkCAiXrysftkOZLoz7/gB/LE40/LvpAhGT16tDE7uG8WZ4TUCAWyN6MbQT3CvPUQ8r344otV903PAjCL4GHQ9ooN3HsrO0hwSP+NdqBqBEKLsBkD0ZWgmA4j3lNeVozG5QBWCOuNRWFEEUByP2iVEWgOHdpXbr/1L2Aie8kuO09DiJgFEEWybM1mAJI+snrlKtx/hyxZ8gmqMidqC6cSFHbMXV4jU/c7WgoGjgMThs/GoyLgi04amJMPZsoXdpis4cRaAHRWbRai4wFbB/bC/Dz65NOyeMUaueCSnyDPEOsNRQxbCNoQ7i4ncABgKoSw8rqVn0kjCj4mbQv5ltKhyGGrgCYc8tgQIkSzCe0NSq2+2e+9IbttN0H151qRO7gBYPzF196Qw489AUCNawVCx2GHeSByfypId0aZ9oP2N9hqOI7lYPT6Qz9uCApZitDSqox5SwBtLegZymItpp2ogDKVPfF5BIt6LiRMuZ0Tuegpdwn3lOa4uvPNULUWyVHTz22LnhdYGGTaouAg3pvaMrWNfl5l54baHoTcMUbNcPgJ2tiJpydo47pQpsYjSXm1qO31OKSDVQ8bGd9zINODUksMV4zH1uxVfr95KFGf0cmF+PzMIU+koRSsMKTrzm5csqe9juhPnCFxzdS25qDN7HMwc+lnqt12kkIVTRmJ8jx3gjbqtZI0IRkRkaQ4Z8hsZeyan9d6H4kznj5rsGmK7/V1XpTipFGct3HmEcPquZVFrOx68fcAbcQNOr5bicjw9SpN5rnoJkcTVaZRmJmvi3ScuYdSgJsJb/gAZjqCijnijMjjVPrsj09HeJSHty5KgjYL9QVDlrFIPNBwk+btYLA9Ds1+iDT80aqCoM0Wn4Ms2tgsVKRcUrYGdNJ94+UHrFduciDoUWDQ+D1KerPERM2lINA0MMVBI5BpCabND8VYVNz0AYIUXDFZlKEphlLxRWZNGTweXw5ezKOxHArmtfFnUu4BfLTy0cN7geJ7grYAdBnt6wd23Ivdu32ZnlU0r7XQZWz6WNwB2sJQhJFKAUoYKr5GDZ56hPAg/d75dz4T/8YxjM2ZMpgB5tKxSOn+uK/uwQx7jnSRBmjLZx1/Z1id80r+kWvFi1lCcy/GVO/TqzL1mRy86cZTAx/eEcMzlmu5NeC4VdDmY248giXVbu0rWDiCBXpWIboZYW51WjwvxQxPUPI2q8oOx3PyfhXUOSDF31SrjyCcYVgFs+YI4ZjVCj0CEzJuxbJZPpkzC6r4fWWnHSG2C2X/hx9+WPr1HypHHHOstpDiXPVGwcLsd2fK3Nmz5PzzLgTTAjYGoKMNuVEt6C95/3//JkcdfpRMmrIr1jvHzJq7z3zjNZnx+nQ5/6JLEJLrIx9AJ+7uO/+OJuvr5LAv7i9Tt0Oz+Q/exd+KIQw8AMnnlZAQOULugVBu/4FD5KvfOBvAFukCzKcD49OOg/wetOaah+4NV1x5lbasKoIAL16htmL6G89Dl+wz+cY3TsPexroHY2e6TW0IPX4izz7+qHzpS8ehenOiMovPP/cUNM8Gy7SdpmL9sMt8ufa3JPNOaZAtTIvASN9zzz2aF8cDnG29CHyK4YkyFMt5aEee3KDBVaq4Tydt/PixypaQXSPQHLvNSL33EQgJV1RUILxboQ3ludZKIYZ37913gnHbRr6A/MG3335bgdw2EybKKlSMDhoyAs3m1+i12fWCBbeb0IliTzJpAKwz5iySL3/zUgjZVqieXBleUEL9NXQ3aFz2sYwdVK7gqwRAsA2VvyyAevn1N+XhZ9DrFEDtq6eeiYrSETIQsiF1WzDfKppLCRnML0BQaSGcuDULMc91MqhqrHRCMgTlKniJhZJZbdnBNmMdDbJi9nQZhz60FPt99+PFcsiXT5LaJsghQKiZRQfsfEEGUgEbc1/jEGa4lOoCPLCw1mlDWV4woKwQ8jJw6otNmoaAjbQDO4GoU8pWa1zHSCdhr1vwfp5Gk+eP2t5NwkDuNKotijQOVmRSV5QOSuJUaqica8BtZuzlYNnMvlrqT9gxY+SMXWILQ4ZGW5B6QOaZTLcbM7PYDtqimj1y45hvmjroyh6pI55HD3LAxs9MLWF3i5OC2J72PF5p6fJ55CraDKbX0Pth9wi37Qo2nRnsCcS6AQqNCPX4fPWS8q8s587vIR+mPK1J7Z6vFzpOAdpot8mQ2vnL3uXW2YT3EPPnR4H+Ls7mAG1xF+n85SFQm9cAbTEn6vg6C2rvtzMiBZ/xdxsbJyocf6gqIDFKMLdO3ARoi8KHKDxIz3W9Wo/x6wnawvGJZ0t71qbnbbcz9fHpqB7FYFqbDmw2LUAwaY5MW4USG5o4Ry4QuQWev0V2jW2mSElykrSMF+hZET2eU1sfZQvMK2KSnILYFPagORNmuVqBLh20ec5bLNhI7I9DlUcnN20rNq8iZ3d5sof1qtBs0oj+oyrSAZ1Nnk2aVgkSvOEsj2pJQ9guzsgFwgmEZ6CAja2+EtYqAAVZjLjn3NNxVO4gJLsuixa5cby0O6pz9O+eoB/h2uiBxoTb1GjwWoHk+T1AGz83NkYAzDB6sbhsAxh4yd/XvXAg/Xxb5A4sE485fU2+3W0ebfFznHmfFhrVH3Sd8Du9oLzCisnmMWdRQapJtM7E6ThjB5qoblpUYFeOEOX/YgS1ZW/CBn7+3i1QYVqCBqjCUGj+Ag82/Yz89znryVxQSy/gV7YJvSLKjBHHhfKpcD6w3oogF6IhFlRDbmYRDvKWWKnY1QZpB7S22rRmiXz28SwZXFGIEOBLcv73rpByADeGrQrwuhKEy6791S/l5FNOQ//L7aGGzxwkAAFUJL7z9kxIeyyR0888G8AEuZ3wdjsRCm2FHMad/7hd9tn3QJm0y+5I6KfThYo/AJIXn3hA7rvrDhk7drTsvMMUSHdsgCwItNnISmMqN1VXyx9v+SsqJlsAYFAcgTBbEfLtPkNf0jvvvgstuH4MgAd9R0g7dFE+H8uLel1k4E74ygnQEZuiOXzMIAUVhGKA9QCL/5V99/oiWnyB5YN9sWovFAYg7+rGG69BhedIOfucS3CfRdoYnpphzENiT1D2XW1AtSTFXFVhEQCMKQzUnmRaxAC0TGph+zqMi0pbICxK4EHh4gkTx2qlIyvjybbss/fe0gfN5bU6FhD6gQcekIMOOFSm7bybXovP8c7MN/G8hcpatWFxrFqP/pyYy1VrVprdgG34dP48VItOksGjJ6LKc5gMGb+TYGopngAAIABJREFUdCAc3I6k/YpOSHNsWCKdGxeDNWOkAJWt/fvKiFFV8s//3itvvLdA+lZtKxddcYMeSJtWzEGYtx8AZAWKDxhMpf5aHxQVIG8PZCWFc3shVL1q/iwFl2TlWtEPlYUOhOdkaDsgETMUbcWWLlkkS9bVy76HHIP+o0jCZ4UoGtKzU5lVPSP0h/HQPUTXgRgH/5VgPZEl1PZbYFUrkF/YB68rx2cD08Opd2eWoVCCIXxgoeck98VccD0zF1f3O8N7TOj28GMk3AfoMdIAezspOFJnzmU+aCvTCEKAF00lwTPEXswZve42giCIrApBGwEmdTj5nJ2+R0PHM7M3zuiYPWF6SR4eTJ3lNHoQ9r+7Q9kdDMXfAlT9L9AWtiqek8A5/XxPlcqASiapRHbJmZv0MwJE9rSByqo6KFawmzELeaGBjkBSyc/X98x5o/3Ts4TRE93Hdh8E9cxNZCu4IBRSAoHnWwraCCQ+B0x5zvu5Trhg56ufy8w/drCm4VP/Oc6j+KwgWeIMTO27jqs75Fl4FuOgkT7Pnec4RUg0xjCNeoWzk5+D+fmsDLFzBalWKl8baULp+7J7f/S1JV06mAA5dI4Y+9a4M0GC1hMwJwy6JvDmuD4pCcCJ5uuDFlRJDjBcmiiKsIIVIhjTxoTN4MA17OU5Stki0YWRP4gdiNTFss2lYrv0ogDaIh6tIUpnNIKW5PCqiKKH/7RTsX/phvDX81ljMi1HLkf0xkiZ58dDidelQnsc5AqCFKCBpXL2ihVualjcw8qRv+XSkUXKQq004g4UNReEn+FVR2ooOA6eGNk9N4vXwKHsoVibaHt/gLbUm+iJ9sPbtMVru08BJ5kZv59YtARtYTDNkHi5uyfkZkZQmS7Oz+fFfHsuNLtmCtpygM5LRG9QBV3MaWEYlcuWYEypbAdx+DlEMXkN9b69aME2rANM93S5TtX78t6jGkr1z9XOFO4X/F+gzRTZDcxbiNT2hG5arlPNdjHQlo57zEcGFp0FjNZLOt46jdQgQ6iPMhhcLwhtqq5QMQ43/K0FfyOo0VJ5sCmFYEkGILn/xt/8TA5AG6Jddt/fGDm8vx+qMV998lGVpTjp1LN5rEICguPXCsZshTz84INy8hnnID9sMEYBoVEcnoUIUz7z1CPSUFMvp6PxezUO73YygdgH/REmvPKHF4GFKpIDv3iA3PHXv8iF55yLkOZ4mfnWdCjaV0OTbK0MrhouZ337+yimKNMDmFWj19/wOzSgP1Z23m0fleJgZxDmQRYClF5//R9kEroQHHfCiRgzhjqp+4iiBXRSv//+f+P+N8p5510qDWxrACapAH9jE/oZM56Xhx+9Ry668GIwdXPkpK+eKWs3QdIBYJDzdN99D8j777+v890FALgFOWfUZqPMxxawzOUAbb2xj5qQ30bJCOZYwdqpnevfH62m+jIXr0mdiQP2OwC2DmwXFP1ratfLyy+9IGefdQ46I4zCawdra6q5HzOPrFOWL10sDeiIMGToMKlHle4ydEoYVDVMPpjzEcR5AZww041o1F4PsDhy4hdk8s57QXwXemYAtzVLP5QVc2bKpGH9MQbomoCculHjxmhXiTdnzUFj9kPklO9cBp21/hhfhEPBuG5cvVAG94OmHMF+aZV0AgC26qnFGCi0KZFbVly/WhZ/MkdGQBOuoHygdJT00/6inPOBlWUy/YUnUAAySoaMRtcKrjGGlRh2pni6NmunfcHHAQxyj6nYB67BxJhS3Gd5Ia5BkTSAJwqzF+G6FQBrkKxThnMLrsNwP+242lRvR8T9y3ZfTPBnjiczhrXUx51SxsHykFfOVqcMD7cN2ymaBpdJM0RITQ/ChGHKWK/MqUzCk57/xD3dhHxIMm05aOOa4syZDckqZz2HzAqxzNLFd/u3g7iMXe8e2spt4+dBWwbEHGyEPUnBXk/QZlIoSXSjRw55Ctric7rb9zw8mN5/MELBFAVoNl2I5Cn+/4A2nI0RJiXTZqC7QJ0o2uNI9Yn7s/mz60ROG/Myc9Ijd5DN509y/PycYZ54PKdFi/J7Th2CaE8W18pwhc9BT9AWIvyRosU4CMOkaZGe2nYPufZk1tJzWs8mP4T+v0Bbem73uu/5BV2seKLX3RO0cWD5YiYOmq4JR4iHtOUmaRUdNiQPfk3ex+bJdNTwKoopWj4VD9s8nKWbwBdXqBfHAmUYNCU+tFpMUa3HxuFOKnWa5brZotPQlYMS3agaVnOZEC6CLGEzz1vi4Ea+F/+tYC0SGx00pt4J/640M8ETnt+0XKwthgE+Th698nwTRecG9Vbc20np3bhuIPJMTM8XgjJ7uFgwfqTuldFD6IRfYbAsVJx7fbEwOS/BmsViitcanZzTx7rQwnNJwJ0ycxh3A3ihK5cYPx+7eG7dfKphk4crM+LU904sXm3Poocsw6bE9wyOMsmZ68XGMUIaCuL0srl3yRR+Pna6oSOUkVXeEDDBOKg8i+bMcA3nxkchpQLU7iyljVf8jUwbIbaH7+ltqWYSH5W/8/d6InVIAHDtpx5ibphtY+vzK1vHi7OpN2RVGC5k0jc+i8ng1DQzJ4HMB96DEFc9hHY3rV2OMFG77LIL8tY6S2QdxEpvRZHBWd/+tgwfDwFb5DzxkCwBC/L0w3cqGD72q6erhlop2JcuNjmvXSb/hfbaWedcDJkOVBTi4GcCP6UmPps3V55/+hk5Hbprw5CEP+v9t+Wvt9wg+6DJ/cH77a8yEitXL8X7SpH/1VcOO+IYGTVstDz93PMQCp6P3qMXSwMS70v7lGuVZyHkLl5/9Un58P0P5IILLkWx5EAVlyWrR4Zo9arlkP+4V75xxpnImxuJQ5R7lRXaALbQHLv++mtk2i47ytdPOVXmzl8sz774GoDrwcC96ACB111zzTVgwOoUzLOpOskYbTiP52YuLtMDCMjY95VhJTYqt+KeAoRAB2rIjZIP5eh6MHnSWHwvABhbL+++86bsudueEOLdAWBtGPLiILBbUwNR3jrZUL1J9ds+RA9ZMgeDEXqdv+BTFAOUy4oV69AftAX6bduiP+km5PiBhUOS+56ovu3C/m3E77bULJFBCC2WoTcyr8+ig3//90459dTT5eW358i+R30ThQFgWxkux94n0COwX7d8Phg5hIjhQ1cMHS2tvftjVyAnEs5mEcaTodItDRtlxUIUNSAMWjygCku+GLlmBfLUsy/IIIj3TtxxF11fur/VY8Ra5DqjM+YpA3TNVchc9w33J8KfWB8DS1BYgEKTXgBq3FfldPo1jE/7wLZtirf1jNCWQnivdWDx3GB1zuHYskUiDp7QBWWdiTrfSd4w90yak5WCOouqJI44trGG2TPHzQ/vzFzlLD6BKc8VhslZ1UymjekKFmMye56x4263+ByZHSfJQWAXrbHUcTQ70vMQ7s6y+YcldifsQtjosI9hQ9O/p05m2jvarmufHfbQ0kssLBvMVXoexDjF2an56Gr37DyJ30fedXZtN+i8XignBDOn13dSwWSlsIYw1iqJ5UBZBenJtCEfNJgrvX8fv3SOY7zj7+k5R+CvwJKdOGhLPaxp4vUsgDAmLxVMjufvOaZ8ff683cFwFKQFztDXaooWmbY8jy3AWsxwqheaz/rn/6XnXI/zO543PZv0XL/3ufldLKMmXamiugrQCE6sykM3DEN/SpdSusFDPcwQcQaFm5LgIjaaGgGnpw3Q2OKOBaU5box5+6aJRwjAFguDTAYNbWim6eQBMGXo3Ju96wD6JGUL1hP2M3CQ0evdk827ex0EYl6N4iArWCrSlbGBAujZJGNMfJxS0BbPFCzR1gBVOlEpaIvFT+OXUa3usBmxBeOHPB9+BYsXSD8+UxcqleJ9I0ROXOq96T35JsoWW48wRAYGM8NoT5YaRf6ceoC2623TZF9eoLE1r5HbI+apJ+ulKulecUhWT+/HcyR1PeB3YdS7HNRljBsZgszDjvJpy60JRs9AMu/Tfp9+zwwnDYGyas64ec6j5jHAKFp+mzG0WbVqlmH6f4C2AMYeMuYdGOBgrieZCOw9sCs6jjgYtCsAG2VjPEq0VVabrF0xH7pqc+TIo45VpmnFimVy7oXflV6lbBhv44O+SPLXv9wAZupkGQrmhVpppQiX9UW49YH779B2Ul/5+rfx2RQlJXBE3lNnvTz8wL3QMRsihx15rFYi0kD2Le2UG39/jTTXNMhlP/y+LF22UJavWALwhgR6JPNP2XaqvP76TDn73Iuk3+ARyLVCvhWKKShwKx2NcuP1v1bR2qOP/hrGDlpb2Dtb0MezorQATN5tyDcbJsd8+cvSTGYGLDf10spQtf70Ew/KBx++Jz/56RXaXWILjDS7R9x11z1guKrQH3OtvD3zXT14aTMo6UOwxrZbbXh+7odhaEXFsWvHc5QBZFKKguK5nQjfDR9ehUMFnj8+dzMYxCKA4ak7ToQG3r1y+BGHQox4BcBjGapFD9cDgh42gVsBZD3oSVRXr5dFixdqSJKO3MpVkOGob0WBBEA4GKyRqMRlr9malctVz4zAcd68WXLS0QcBkKLdGGQ4SlEk8bvrrpdleJaddtlDvnTS6TJwm6nSCLmWQjBlrRgLZluUA8QWFzRJ9cblsnTpZ1IJeY4ReF0LwsXF0D/T0DXWSzFYwv4Ig86c/qJUDR8GILq9PPjw43LYcV8Fo4qxhcwM2SrmHRVrBQyD1Jhn9Xps77DHJ50JXeMMaeL1IHplAPLxyiE3gjMR9r0XmDfkmbHiGS8nk0b3hrLsmiPFsBn3MQ5obTOn5sEPRfLEOHciv4m5xc3NzWq7UsCSg4/caeR+i7Bq2A0+S888NrVXCWgLm0TcEfa+lW3TtJDB/pr1LvUXh90KMKK2B+NguW25Yr8x+3zmrefX5gYx/1cG9Bxo/i9b2NPmmkNrZEDmGHoYMX7Hc9fsdXcQkgKWCCOHvY7vEYXJzqAk5Bj3GA5zeg9KUHCWMQYxhwRrWkDiElwEbQrUE9CWniHpOZWeGXG+ZUCGiRUO2vicIcLLyI6dFRYi5zzHvXQbr8RZjzM0Hf+MYHEGOPqEG2hj9CWPsKRA08bcOzQkk97zfIs//S9Q7pOX7RnFK/c/N6/LqimpUmwJpPROi1mM4O2iYmL4AcZW2GJxvsMqdli9iY3GDadhUniOXMya8O45cT4+OplRHajjrYs1qhdtQwcgovBlCOfmiJsaRK7HxolyKtIGxA95Fho4cuV9Z4OVMHKKzN2jiIk04JVvwshn4yLUycwO4zA8uXeVTrod8LZR7L5tethjL12cEfKMyWNab7pZVIbElac5ViY3QdmCPvqWVOw3FnI8QwqaNPnTkz7Dm+DvssTWYIo8/yoWXTCEPPst0Tc3Evo8PXLCwjhmYpOee0bDnn7pWDrLZ793VjSh5DJD5MaMIJbvSwV4Q3rGnAA6FXnug65bZ+Z0bNTpUDpPmTzFafyuDPJWvvsNm6BlDlRV/JhSgGQk6GknoC3d8DbPubE0g+MMMEGQ/40Muf6NXjxDU/jqBJuhFdSeEE7WyIzA/+PsPeDtLKvs4Z16c9N7Iz3U0DsIQuhdUaTYEBsOjn0c68zo6Og4js7fUXSUUUfBgoggUkINJYJ0QksjIb33m+SmJ99ae+/1vs85uTjz+86PcO895z1vecrea6/dwq1L9xJ7TPbCfC2eP8tmvfqMzZg9y04750LEsh2Gc0GbYrH079VitwB8EQRd8rbL8P3uXp28B/bkujXL7Y9/vAWtpS5FXNwID/jnXbUiZunFp6aiV+ijds2H/9ZawCyhp513/mC/ym9942soXrsUGZd97byz34y+nAPt1VdfQQ/P9RmTNcQ++4Wvo1URenPCdUlXWWv33XbTjWilhX378Y99GiVCyBoimBz30QUu0+nPPG73TbkXjN/HUNB3kHXDfRN8sbfDKvT2/AMSHt793qvBwCFzEgPQjniy9RvX2vAhA+0r6IFKV8uaNetsKRIBeiJObdtWZnhHmQkqiN0Aoixd0qsX2CmUhhg8OMp/dMUcDQVTxn3ZDy7PACm7bPiIAQCJzyCu7k2o1zbYY+Y2IfljAxIzTjjueIBBxsZFtxTWH+uHUkibkcjwLFjEiePH2XbEla1GqYvVGwleunvm63YU62UT9SH9e8IV2wJwuNoeffghmzz5NGS9brdHHv2zzV24HJnAA+wf/vk7OO8KGziorw0bPR4JA+wb2oq565m17JB4gLlYNn+GtaOt1n4jxiD+brBtQZIDel/h2cGwo7ju3p1t6JqB+D7ECs6YMcv67ocuD+MnAXPSpcpdl3KS+57Mr3sYMmA/FW8oUGZ9gsHDGuyJRIO+8KIwkaIbkibYYL6FCQLYB9QdLidYYgTrj3KabttgN6JbTCUXWZaL2xAbNcqwdPfvsj5gaXCG/KwZoJLNKAO3eV4P6ykYr2Yl2bw/vWIAvreL7au83VXoCtXbkswqQy/8/By3ArRxbwos6hou1apgsFr6lSCkPn8tH/l9EhguXwVufV7qYyrwkqEjbKEoecn7k35t8EokAym94MeTyYdekM5T7VWBzwbmSXF+qW+lI6jf93n2Yp6VpOjGdYI36dWInYQ8LfRih3o79ZJivTQWqjKhum7V/TYxrZUxXTGPKb/TG1QZ6M3jnucRMSXQphJgzaBNnhgHV2Jdi3nTfCoWvzkxU7aFvq9OSVJR/v7v75+5l8kDPWgpQTN4H1IybWTK2NutQPKhWoM25WYT08aNSdDmJShgrXAREFTUzFTGRZH58EGoY5TUJkKgTUF9FLi+gSEsy4XtAYquROkSDZaltgQCtPk1ktkpUbVvAiyOkpXS4Oi4EuELJDpL5S6sRPUl+uDCzzR1ndfvLZMbRDdr8yjrSKi86tiQE8uA3ZpZ4nmiorPuy+l8d8mySCjBa80M6jjvXJCLpmQH5TaoNihBQM6Ft18hyskK26Vg9A2M+RVok3AIENsYyF9ZtLnJ4ryN1K9boWQ0BWxZusVxUwqlTNvWRlLQZwjGPFeuAcU0EOqU1mQINa7XeD82S7j1PX4mf3rLMcd7BEPRpiUYu/jbY9q0kcV2UmgRdDnoDGtLTFtlAXJs/F/tyi1Bm7uieB4CszyvgzZPqGBJDN4n7o2gDXdON7Czol7TLUEeGRL+DlfmtIf/ZIuXLrZDwNAcduiRiOlHRiSU4CsvPmt/unOKXffZL6GWGBp+457I+KAULEpp3G69kR151nkXe1kQjnM3ALaNa5bZnbf+xt4KxmsIsjc3Q5OxrAblwl+mTrFf3/g/dv31N9jTyFJ9FrFt49Em66jDDwPTNNvWrV7tZk3/waPtLW+/EkVw0R4KYzBrxot2z5S77G8AAtmJoCuAhe9dxEwtXbbIbrvlt3bOOefZAZOOAHvVClCGbgowVgYjW/anP7kBIKmvveXSy6FUu3g9th0Agrvw3FPvv9seuH+KJwZMmLC/7TdyDBi359ygpGuEY9u7N1rZQZZ5Sxv8ZNIAhXgr3DO7QV2x5tjQQYNRsBVuSrj8hgEIPvzIA3BjnoL1g+K6Q0faYLB5J5x4rP3yFz9Gr9Y2u/j8t/hzrEH/z/Vwya5YsQLu3p42a/Zr2J/tNgzAjOt5xtwltgVtpwYAiLKN1QlHHoTm9WuQRdkJ7tUNzk7ede99YCqX2sIlq23E6EPsS1/5NtqXoa8sjp/+3GN2IBq69x06EeU+mCHb6sCCxt5uMJc94DxtB5Bcs2ihjUL7ry59UBQX7mJnMJGUQlc63amP3nO7HY34wp6jJtk2JDAQoLMjgmKH3I3v6y+cg3wRmngSDI1G95Yg5AVrshXArDfGigWEGWvYBbGWjF2OtRX7xVksB20MduB6jfdd9vh1gxQgI+ox1Z6hH6yIEqYECuJnXUdSijnEcCOj9ddAW6mYJaPD4I+6iyw3QUbGZW0yK/JkSH6TMXS9wKLrLifS85TvSwZXYLEwgsvnKXVaqU50j6Fb48X3FMxRAjOXy9C9ro8L0OZjm8ZyCWrlFiyBLOdYoE31MEVkcL94u6k0rv3eFHNN/YLnd6CMeZOeq2K70mPjXraM5eazaH5KNjSmsTZum1k7/7wJtGlsmkGbKiBIl1QgPYVsGWNW6vpyDsp5quYD00ycw9ZovEZHoM3BtsgPX7Mh2DVnmkv/mTNagrY8OHVVeMF8rpLhdOMe/2sAbRTmtJRo1XtKbrJVftG0GCqffjJtec4qxoyLXou6shIYQA6h7w3knTGIIWq0ODLVFk/NidfmKSsSxwDWQYhqVSG3lQalBHFaAOWCleDg8QIOGlhtOt1fnSqdiyq2UQWk4hnigQQknelKQKJSITofN5MWi4OBZFBkSSp2Q8ycWydY9A5ccE7G3PB3r1HnfRfrhu8lQ+jPljF+HrfTQZyH7iM2fQBruYFpWQfwC2GpbF6BEyemCPrI/uWiclBC/ohCJl2YBP/q81Zbfb6yKxcJrRMuL8bR+HgmSPTxhHaVq8SNgexTJyCncY9Nn9aNgv4Zb5FzE7PGtkj4JV0/TupRSDvJFgkQ3miejF3+VIkZrRXNY7WZs92Z2p1UTJqzE1Qo9VqPNSZmlgxdrCkS7Uq15/12QfmLTiyB4aAT8w03oCctc/PQvYAnacG5PMnHE24Qu9EJLkhU/18MAPQqitaee8YpAG7I0vx/P7ADD0Ej+ckXQpkjdhVAhcH1c15+0h6e+oC95+prASD6AcCgeC2EEnAHGoX/1jaAvbn8yneDjUHcCWoV7t6BArX4dzPqvx2LGLrjT5gcig01wr777W/ZIACjU085ydasXo6+kvNsDTooHHTIJI+9fNvlVyJb9Cf25tPOBHN1sseBBFsRcWf/8R/ftkGDhtiV73q3PyO5G4a8Ux79/nc/s7YNG+1vr/usbYGrkSwbv7R1xxZbuWoZ4vF+5p0KVq9a42uV/cvJ2lDAkrnheHEe+gFgyaBsRWICW1Fx7gei4wLj30YAqA3o24JOCKNtzaoVKLAKN2RvxLl16wOmbZANHDrAjYD+6KAwE6ziXPSIPfjgg+HWHOolVbagiC7LH7G9GGvXLV4w392yrQg9IStJOfDed15lr7zwFFpcbQbAQ/zb0CHOTs6e97rNQ9utTTu62qf+7mu2p0sfa0ePWD7nHjR1XzBvFhq/z0Nix1ttFRrF7+6MTgbpViL32g2gqQUA9tEH77UD0EJrJFy07V4KBC7c5QvBmD5hb3/PtbZqE9hHdE3oirIe29ACrTsMa4KqcPayRyzL73h59YgNYnQpGEpmiRKsMAmBwSktSEDoDdDZB8PbH/F43SnfIV94vLwX3qsXSt9L5GCdeN9eKjuWVcJ4O2PCmENvhVaHQDTL8AoE5T6SzJJuIQjwV+H+C6apltFxQBiXagNVGe5MqPNswABtHqZCg4pPQ/mTReN1vcqQTzaP1/GzJ2jT/ctoFtiodGHBuujYuL946TjJWz1/1EVNYy3Hy/eQkrHyfnS85B5BWwmCnB1M5eIyLDOFOeN12A/mh14YeqF4T3nPMR5Z0igNcecc05CWTCyfRbKfRbXL+HEHljRY3YVJfRFxiBUoTb1Yx6LHfdcdAmJOnRxJQObz6+urDsvhbwKb/IbIFPfwpQ5yvVXMS0lKaE6o5wTaVM819H0AV4G1cgxK0KYxj/jnGqB69jRJmZpEjeFLt7bfY2bEur4gaLt96mvOtHXnpqQFjsnogk1INwHTmbUYOdmB+LPGVDJtyvJkFqWDBC8NErE9olh9AeOcXhKEk50T4nhT6ISbm4NAawebXUV7VadN7FoFGrTAmUWUKb0apNJN2bzQ+bdPKt2kCaw00CUi1veUfSN6XK65fTZngjFlkkgJi/nT+Ur3QGUluLUYDIssJA4Lx4ZjxoBNF4B4zi0ImA33J4Uqj0F5AtYVStZRsWuxwQJ4lZZOIR8aFnfddUDWgRZWWsi5qgSaHfjktcuFKuHilcMx0axgrs2mjgOaJy1eB9+0eMWSMqOSVrqSUCiYMBZUQt5vMl3Yum65UVUXrso8lYnKB+fOI5smoSWKqxyU/L00KJwRSmtT8+iny3XnrGm6S5tBG1nGxnWlvwMME3DxyXemxV7XNWJCAIUJgSbmG4TzLmzwnem66sbgbmceIQxZKJq9GVG2gh0FFiyY5UkKCBOzR6dOs09+5ou2GfXadrGjAL6/c/t6u/3m/0YG50Q78ZRz8B46AOxAE27IgVVLZqH+2y122XveC5fpYIxXLwdzPZEt+Nij99lCJB9cc837sXXBBAE47EECARMFvvB3f2f9kNB05uRT7KXpT6M3aT8P1O+OMIlN7azl2Ns+8/df9mbuZMC85iOYu/vuvRNuu1fs2us+hp6lyD4lI0PZgWddt3al/fwX16MV13vQYuoQGCzBLDNmqjsC4a//0ffxrAsB2lDYFmtxKxg4FtXlawcAK8Eb543grX0LenjCNcpXK95nc3iuudGjxjqbNBhlNvr3725PPvGgXXXVFSgTMsQWL1llI4aP9S4OLWCWmLhAD8LWbZvsxelP2ca29ShZsj+YuBEoyhqs89r16xDfts6LYC9Gf9ERaETfAkbqgIkH2la4R9kxgWVReK51aHf1ne99z05GUsehKLVyJDOBO4MF7BoJIe0oQ8H4sj6oD7dq/kzMWztaio3z9lPbd6PoN8uocLwQE9iyF30221bbPDSaHzt6lA3Gcy1CQd6Xp79gF156ha1FXbdOPft59xWXzwk2GB9IZq0rtLeXp/FYSiioXJsshktg4gwTZByhWQtc9/0Rz8a6bIOQWdyVaxIAczsLrCc4ovnnWYEZS8S9TGVH+cj9QvDnLIwS3FKel3uFx1WhInm/pdzl782grZbbtf6J73gBmIrtk6ejk4M2PCUBG+UKElp8v1fHRkhGqWgdFP4V0CbQ4DKkYNoqINeBvNH5m0GbDpVcbSQhIotWOrqUq/LouCmc98rnuJR8AAAgAElEQVRzUfeWBjxBG0OaWBXCwUsyYwRbkpOuxyvgFnfE+XZmFFaS9LzGXn/7PKes5R4SG1cBYIZgYT06kGwCbdJHVdaq31sRZpRz4olgWTbjjUCbzz8EQQnaBdpqr0UNpsrpcSME1/I1QgKBRXUzMZLPx3Ut0Na8NkvQVs1N4Zny9xpAW2Xhxx5N4CbWV8kgne55fJGXNOtGRscTEIh6wx1D0MbBa8g24Sb3iQilHskDeCiMni9uWsrpPuJxSsvmzXlsWzaOrSwWUa+JJnew8bNneQVtGxXplUEa/UArRM4BwM1W6B/3I0ujcmkVG06L1wdELq8UYOWG0qKSUBCY8ntW6nHSoLQS/LmT7mRChBYHv8/LlJtJAx8LPI/FYqiybYi6CbQwLhx3sgKM16FA2QGWzQuJEtQS0Hh2E9g2xhQmOOsoqLS0tEorokFQVPV+AkhTmPrmS2Fa169Ly4X3SUvHmTY+qP/PmTYHm5hnWtF0uft6YRwYq937+mmMJ/BgYneXUsiRaQkgzhZm3CAComVCArNcZUXRXcx4q3jFmHp5Gc9czvGn2zfdMo2WVKC6cs71nRK4aSNrk1cbNNe/rD1yY/G9uI9y7PWduH7GoKR7VviRJRB8XZDty/XhbePwjCxVsR3nZMP1zmjlxDFrZXYWXIms3u9B9hjndvTY3LN9k93665vsogsvtPETDkSHBWR4I1WQzMG0aQ/YjJeftr/9+EfRELw39jiYGxTGZdbhI1NugUuzu50C9x/rdoH2QYA51t2GJXbTTTfalR/4iPVBjFc37NNWgLRtAIrz582xf/+Xb4LdO91mvfws2jj1sne842J75sknbRFYph69+tvAEePtwx/9JNo6bXImsStKfbQhJu3GX/4UDNL5NhY15VgfbC/cn+zK0r9XN/sRarkxIuyjH/8U4sfABSETlQzoLvRVff6FqTblvik2d8FGKBRmoTGDHWUboIAIiLZtQ99UGDssP0Lwth3vs/Ave4hSkbSi5EesK8wF4rKGDO4HIPYseqeeiFi/VTYcLazGj5toS5Yss5EjRiNDdITXdOOcsnVcC5I47oW7l67VY44+zrr37mMrV69HnN0Gj6drQULAcrCe/RF6esrJx9qShQtdrm3F3h0+DIkTixfbT//7Z2A/wVTBhTwacWtvu/w9NmDMQba3e1/scwb598S0M8MRIf1wha5ftci2rF1sJ73pNFu2EUsCjNwupmhinTD7titi15Aja3957CEbO2q0TZ8xz86+9J22CXX3drAdn/vcaUBTLhOckH3KPetwi2AlQia4p0ul420Bsda6Yr57QdMOae0CwNbF+qPGBwsXwTwEIIfiZzawsyjQIFBwwbYFq+69ZZOZgKpJWR2egupVBPBr/5T7s67fGfskyqRFLKteIa8bY8Cqoth00dLIqmKugomlMRB6K0kHgdqMo1Usc0ViZBiDmLYSbFagxOVnXbS7BH66V7miOe6lPA6Oq5ZLkqsBrCI8qdRHzTFldV27LCabwE1MW02+dLWVKBHU3r45dAguG90mAjDTy1GCQmfB8x4idh2Z49hf3FvNpId0qo53AFQ8EzGJdyFJ9q+UldXv1TxlCa1cKwGrEfJAvZGtqByHpFFQj116wVIeU18FYM+xFbsn7ZEsWDmHsV6IddjjPNg8MtQO8vPaZZZoR/Pse6/p5eOVxre7oAksi4UsD5bWhutZ6of7n1zsIJrDSXYExra7Xzgo0SUhXGdCyWShY3LiBJwEZ3RI2+HNqrE6s4T4Nx+Uvh26TX1y8pxE2QQGPomMgYhFStBGNwbBCEsdRJeAupidx4/znmihOWhD7IaDmIj9KgESz1eybvpeoxBoLAHiACz/8VxUBuF+qi0aBa5znNwShIXpae0OZIqifr5Q6r9jMkvqJ+So3zs+0sbjPfN6BLgEbD1RgoDn3tyOSuIYcAp//mRNOrpLmb0qq6gcg9JNzGdujmnQ4hLzGO68ANbdwIbEOssYQdx71DCKGBBuGa/i76UpakDEemJUhGxOTlcm6ftYnOzvFm4RNwYSnJYAqlr4XI0J1HnNhqLFDmZI88Jy5/3gDr2gcrqCa9AWtL3T72LW0j1K0FCtgQyuDeCdNeckGCj8001QKZDivnnenZmhq0DYcsPq2UpjoRQGLIMjwRZxP7ie1z7hfuA7GDu6Sqlok7VgHNIeKkQoYc/QZmYm9uceFGb1+cN65XjtgBBmUVe64gbBvTdu/AG+VmgZ/+KXP7cjjjjUjjvpJLQ5gkGAK1F4Lpw7x6bc9ju7+n3vsx5D9wNoC+OtLxTz3X/4FZIHttkVH/441uF260P3HAr+Ajui6Ozv0F+y3T4Ptu2Be2+3X/3yBjS5P9IOQRunrW3tiFlbbWvattrESYfbGeeeZ30HDISrDXXVbv6tx3Vd88EP2QYwyASj3eCeY8brY1PvspdfecE+/unPIgcC9dSQtLCTbAiRHWK1fnLDd+zFl15F7BeAy65wEW9q2+jP3hv7hewaQRzHlF1a+iJb05kkZuFi3bLupDodgLuDO3e59xrt06efu+824b6GDBpohx86yWuMTRh/kINNxq1xblavWguDqpu9gILFTJbqgzFuaQVjibli/8u2jegdCvA7GkkabW2rkBCww1rhEu03ZJjNmzMPmbI3eGxaC9yrl172Ljse8WbTnnjWWgcMQFzf4R4LuAMuUswuMnCxTugF6bTNNi582TZvWG8TDz3Bi+tuwzFsTM+m8KyyhjQFWzR3li1Cv9TjTznDNqEUSGcmkmAcvPetK0FWBABjiNqaZIK9HFMqBO5lGuJ8jwI7+uLSY0hZjZhHjH3vLog1BGgd1AvsI+hcAg+aTO04XxWrw3I1WT/N2SZe391hWXsrr1eWy/B9mhmHLnmo5GVcp1VTVuzn4dG5p05ACq0kHRXt8BQ+48Z0KnXKMMljfz+VuRunLHLeAWgT+BAodZlaMICl7tGxkinNRqHuUz+lc/R3Cdriehl2lOBLsWG76WpOA1tyzmVePl/09UzZ4qwmdVRBEuA4xmNyrqKOaoDCnViv6ppTyUr8QtBS6kd+RiNpIOoL8njpnI6IAp3Hk9lCArt+leetAsSp3/1v6pqipIqe0ckSN+5DL0nPl/GOoc8ay1oRCMU9KvEtEytTFpfzod8J2vTc/BmEQngW/6+gTV4kzUW9TjNcJl3yvv44MsQ97vqtQ7gcO3Cv3v/EXHREELMSi5BuGV90vlDSTZcgq+wlGZOgrMIEPxlgrYrKJZgKRR2KkbFiTHTQJHMwS9pRDd9pEXktq1TiXDAl+FDnA994RQB+CQZ0jXLAtPDkY5by5DEVvU3W0SnZcA1oU7oyhZLTWJWLuj6GmyPOxXOLji+ZNrKEUfYEcSmwULlxGADPMY9MT7giYMX49b1VWFD5LKhLa17gNuI1siVUAg5eTy5TjUV9b7EoQljVdYt0r7SoW6CNA1zhKSlw/XxpXchaobAGE+A5mZlkQolHA4DP04IYK60XvudZaQmsta7KrDABIxVALuetHGPNkcfK4PrbmPWFf5rDGjiJLaiDlWMsMtjfn4tzk02JKUxwjxqnMFQiPqKsqO3n4OzjeLrq6g0YAtKfI5US/xbobLbAAlBKwTQGNUjYV25XXDNaNSUbmW6n7pwnZ8cRdE4mM3vq7s24MWaEsxDu4EH9keU5FK2qHrdZM1+zT37qcyhHgdIKcK90AdPUeXub/frnP7dJBx1lJ52KMhSIwdoF1ywa/Njmjavslz/+AeLfPmADR05EaRBk+kGJdkPdtZVLZ3vbqLPOfaf1ABMFwg9uzcX2pc99zC5/28Vgf3bZxLHj7LnnXkZJCjD5KLXxJhQF3oUEhGmP/dne/8HrsAaxrr2INdhZXHH9mhV2869utOPBep182mSsLYBsuiWYnIDYvQcffBC14KYCaG2CmACoAQu5adMm68OEAwwoY2fJAPTu09NdlSwOTtcojR3vSUpGEmPJBvI9PcYP7r6BfQE62pGkMBi12bbYimXLAPa62sRxIwHYxlo/lOMYMQIlTLwBO1k/FMxFFioTKV586QXsR2Scjhzha5wZ+M4QY474LHRdDxyE2Dg0kp87f4Hddec9UJSrrffA4Tb+sBNtVdtudLC4FqBxGBJK7sK1WjBmE9C6CveC0ixs3s42ZUwq6Il4xHVL59vG1YtROuUwuEr7o1Yb6qPRwIOseO7Zp20H3MQnnXiKoSsVeDeAV+yTLoito8HrGbOY286o4RdueaEnLdgIZfG2cJTJziiRKUOMIGLn+mKs+gKoMZaNxZB7+J5mtiU6VgC00V0UrQUjMS2MnojHjf0Ze0NGm8s0MnGpmCWjy8SDUsnWey1kc4C25vIatTuThk3EPothadzPMuq4n51xS6Vcy+sapOjeQid0vG9LGVvqmzIsphIY+IXHK/SiEbjFffJarvMSTFU10cS6FPfxhtcm6Ev9FfIvPQCcZ4CaRYsW+LO725Rgr4hvo56WHObnO2E0VUYwBxX3xz01CKVzHDPkw1XJDRRXKfMbfub989m4z2qQlyCKgJxgtMAM++gxD6MJBlchM5q3Wq/nWmMiXSYHuv5QHHber3S05H3o1AhBcuyR68LbXUIoqwi/wD4TBCTfS4BOXKP7dt2Q+lnP6+/FTKefimAt1iv3a+n6rfTH/Y/PdtCmk8gtRzwRyom0ZHRMcKbMiehCI9GSofWSm1LZJQRtWnAlMldsmJgr+fz58JXbj+Arp59eN52nAhW5CHyg082kQZfiLkGbFKnuo7wfXkcgTZup4RzJ7IhhrIUKxwHgJF0Mje8HmI3FEZv+jUAbF4BbKFBK/sIP/k03FsdjK6q6E7hRsPVFSYKuYAjIImxCjI5veCiPYO8CHDb/033p2eqfsSgVk6gx0vGKaRADRP7Vn6FgDknXUomJ/fQyMAQiCdo8VtIDlAGKfDwYdBpCQwLGg+5zIYvRlHWo+fb7zDIslQVLwIlzEgiwldoOZEtWVnkOvk4b55dgV2p8nSLvbubETMqO5ncCbMU+UDazgGWVRcWZqa7XCNq0BsWgauz9fReODN6KhdIIqPlhzcjG+dNwKdztPicYfAeae7Z4WQsqMbJz7PPJPbUDbsKucGft2LrBnnr8MZszZ6594P3X4tooHwEGCxw1rLnt9tDdt1j7ps125ZUfxqVbbT0ASU8wKXt3b7Cf/vRHdtJxJ9nxJ54K9o0dCrBeETNGV9ndf7zJjjv2JBt3wPFedw12L+YBJRs2rbSPfxTnAoD42Ef/BoBnBNomLbLlaIPFoPVlyxfY2664AoHzR3sPze1w17nxAjffL9BSi0H+b7/sHda2hWwy3I3OGGyz2XNesnvRvuuFF+fb5q3YfwArsq4HDRoAgNnm40kwTZa6O8AKP+8PJoDj2AbXMfcR9xTdd4ORoMBiunSjDh422EsVEQD27z8QZTyQqYn917ZhDYDbGO+sMH7iARCkcDfC1czzsWVWG5ivtUi8YAJGX4DDkSOGePJEDzDNbRs22ahRI60PCuFOmXK37+NT33yG3fGnKeh8cLC17e5mKzai/t3g8XYROkgg+g6Fc+facsQOjkNR3pbBo2zTboBE9FrtArDYOePXuu/ZaI+gS8OZZ1+AmEZmlO5C/N+NduFFl3q2K1KFkWEbPW29TyH+o9Ki3KVc2Y6kiR7orboXDKZb9liK3kkiQRiz2KmC2R4t9g7KtiCzeAiya8muMY6xOwvreouvMFQInj1UJV09zbGn7l51vaAQG5y5slVq4BUyTEow1n2zjBbwUI/sMkA99ksdnhD3VxvQ8Xe9Vx1AZlZk2caolD/lHm8GbaWSLhV0KXM7Am2hv+KoRsAWslIygT8F2iSPRCKo9mkDCHBwXDNsPFsjaMvMeso16Jk1CAeQjt2ZsaADwPj2hqGixLRVq1Ylc1qHnfic4IZoEPH4jkAbDSbJt/i8JD/IlNblQkLmSi4HsOT+1vjsY8Q7FAGQdBCVMfXSt8mo0SjnS65GzVVHoC3mIPRwRa4kYVG6Rb3kU0VcxPose4iW66FKrsvFEFA81r/rb+o2Yipn2gjYuHJDN/NvvbxftSoR3PfnOd4wXptAm4oBjj7IybYxU809hfkSiFExu+ZAP1pKAoMKFPfF19SOQsX/PN4BgofuUWfcqqfLxSfkm5PialgP3LTopdire80FLPapYtL4fpbr2GfjJVjzXD0hMD17ZTmwI59AbCOiFljTgisb0dajGMUA5QYgO7ADFdPJGjHrjJuGNaao9De1b4km2ABtfL6tdIu6BRWsEV96Pm0SXbu8XvOzULGX46TFVGUrFaDKhafGGtImiodHqr8vxASOXFwEnirY7NYLN08VrxIlPwIcZ6/aYg36GvFnyg2XG5LXUHwbf2f84GaM11YAtu34GZtabo8iyaWp0GUYI2QQuXkCLAjgeQIFU9jxWRUS4KAtslgp1CXgxCKX4yyGTcA01nw9R5qbsCAxBk0lAar5yc4KvrHJcsrtnlJe98A1wQbv/fqg+TIC3ncC4Kxb3wb3GuOvcN9sswbGrAsA1v333enxT8cdd5z17TMg4idwnRXLF9sfbrkJBW8vtnETD0MYG7IvMT7d4HKd8fSD9sjDD9nV137aevZBLBsyJRmc3rMFbaUeechjs94HBq59K1kZjGt38q477Rtf+pwze9e870P2s1/8zF1r555zpm1au94zK8nu7QUgePOZ5wO8HGIbkazQgkLCTz/xgL2K8iAf+sgncR7wbiyyS2YUI7B+/Wq79fbf2NOohbZ5W1eA9b3WB+5Kuid3oW4bgRlLf7AlFRlezx4lD4wx9PIF+JvHcuz6DRxg40aPcbSyE67Z/fbbLy3icJPzOy1Yw72hkIYNGWBLFs9H3NlIP24IXJydET6wlbXmcNzqNSsZJGDz5s7EOtziiSOdoUzoju7bv48NAwP30NSpdivaiPVA781TT59sk08/By3A1tt8JDus2oRWWSBs337le61n70EoYNzN5qPu3qpli23CAYej7Mp4JBJgTdJNzKxX1j7DnO7ZsdHmz3zajoGr++E/P22HH3my9R8yGj1raQygwh3kyTaw8t48HD+7I1iwfx+068I90CjcsLkdbbew/jm+Hs7C9RjJZmEGRtxqrMkdaFNlNhxJEQRt3diaiEkyENQycsm2sbAwlaiHCzizR6NGRVaDaS9dZwInAnJa71KKkpvNBpkbgPQQpW1TGn7lftT7NShqNoZCXqh0UnpjK0O7WYYKlAk81fI9ZWAq4+bv1YkBIW11P2WCUymnSxAaz6ms8yyXIlIkwd0bgsUUbPuCtgDPjAVezTI9WB8OkrDmhw8fjmxr7CHKyQyUnzdvnjPVisXVnPMkNIL4z8FvAkYa65yzWvbVseihK2pQWYJS6rtg8kIx6fvEISVo82PopUK8JtdbmYzmRn7l7o6x3ge0ifktjOPy/KoVq3Je6kXuJWwKd2l0DgkZXb4ULqb31BOVe0JjFKCNejRdtl7OTCxgxJf6Maldw1uF9+6dNrsCbY508UVXjG4NEeFHmY4ofZGMgJdGiNvhw/gCTHqwLiobi0wxQXqoqs5WPo0WE78XKeF1X8e4V5kitWXkyDa/7yUnkuEpwZgWcQngfLCLlGBfZPKuN1knyl4pQVtpbVVAl1jEFUPN3PDWOgJtfL/MWOXfnbIkgTNU3JiprAcP6J8MTyQZUPhy0zBuxsETyx0R1NRxrg3WWimstHBKwKbfKay0iNzdkACjKt0BV4o2o0BbSJ0Q5p2RbFAFf+Za4HphTBtZjgB/wbCJDfS/E1ypB6s2qs8XXfEplHwsGTOYe0L3GGNstnHLtgBt7JxBRFWtjLQ2OwBsPu4JdjlvXMPK8vQECij36AgShR/5nCpX4Bs0N16pSCrgmvuiyjbOeJNyPgI0xqsj0Obn6gC0+Txk7Ci/y5ISZInYLo7KKwoYd7LlK1fjvV4+Hl2hkHcA0DDurRuU9tb2TXb/A/egOfzJ1peFZ/GV235/KxIZkDxw+VXWBjcfXWYMH++B2KXvff0f7Qy0ijruzRfiHfaSBGBAwHvvHrvsVzf9EueZjNpoY8HmwZhgRhnY1QXz59rNv/i5feITnwCb19cGwDX7059cb9MefcCuu+YaG4RMzXVrVnvx2aWr1tlJiL065fSzbPnypehwcIO9+fTT7ODDTsDq7gGXHMEBlctWu+ueu2zGnDn20oyZ+IwgFS5DDBWz38S4UUZxDfeFwRNKJv4muKURFO+hgj9i3PoheYAuVZVZGTp0sNd0a8EzELjtwroaNWoUitiiHRgKGc9Hx4PhAKJDhgzBv+HuCmTmKhO4tm3ZgMQDZLKuXGZDBw8GgFtokyYdai0Alb+//TZ7dNqfAcj6Ys12ttPPPMvX3/EnvAmJCxtRy22hbUAA4d6W/vb2q6518NS6dzNiDGegZMdqtME61Poia3Qb+ssG4wxFRWMPfWjHD+9hN/0PxuyMiyGk+1vXnoPAhiKT0xk2xhFH8gmrAQwdPMj3FQEu1/aqNettC1i8PXCVVkwNxs/3Nd1BlG0wyrwTAsaDhYGHwSXaD55sVhhwtZLGlxueGGsa3Yy1rWNhxXDFBnZjH9+t9kvqlLIAazBrMkJrZa3vhLyK/e3McgKTZuAmudcI3DL2uDDEI0ZJ2fb156W8972aOkKyvxkQljpHx+seanmXAiLP11ECe5w3x8uNWcZWN4I2Ja6pxH0z0+ZjnQCZv8slXYPOAG1h5K3xWFd+RtA2ceJEZGd3M7Jr/B73D+Pe4r5qgsATFvAeWTZlZuv89NT4OnIA5qFYaRQlWKuHIe6T9+igUaVBatDmMp8As2Bc/V4g25rd2Rr3uuhtXEhZ05pTeQa9hEaun5JZrfV3Xf5FYM2N6NRfTOjhOUvQJjykuY/nT8YwdYffJ5lsj2FLw1wsG47l+pdrleU/Ev3EWNagLd6u3KPcTBSASWdHNmHlzanuRxZDWeKiBAeaxHIRl5YWG6rzmDodOzNACjdc+fC6Xm3dxYAptbxxY2WyA27c0XYyNuUAR+/Tff3uctuWdG6JxMVMlrFLOk95vzX9XYNOjYXfK1bjTtyXgtK5iMi4DYBSIWvAzDGyBLQm+L77OdzCCJqak6sx0SYtQVZHgqcUfmLaqpIfAm25KKmI/X4TlLug9GMywDPdCj42WduN4IHZRNyAfM8DXH3ZJfJKQetkeQolJ33EopLlSnd8jKVcwPFXtckwd5vh5qF7lPE0Sogpx78S6JqoTJDhePtZqWwEmPEeY4MI2qREyMQE0K+BuEp98Dqq+1Rma/F9rXG6iGtlwkepFZaPaxoNzQqgeQ+RaRNo47kJNBksP2LkIICKbnA7rnIgTyaM99odMWJkm3aB+VBGMRmyaAC+2+bMegUxSeitia4I059/0d713k8AdMFdinGCMxW32Wa33vwr27Zpq330I5/COkQ7KLgFgZXwbNvszw/eYZvQ/uptV7wf6zfABMELtIA9+ujDsNQH25tQysKNOoZY4KbuufM2ZKfegS4KZ2Ic4BKEdb4IsWPdUEajFWUsCGBb+nSxS1CiYtvO3gCAAJ50w3bdZTOR7frgQ4/ajNdXAnhRUUPJALhsA7Dy8AHE2nDMmHzA+WJzeL8nrN8+cANyDHicspEZPO2ZjQA0bB7P2ECyBT17of8o2LKtWzc549CKvqkEewcffKA3Qn/2maeRgUpw19cDsLuzEDA6JbShqfw6MG4Ewc7cYsX3RyLD4395wu6acj+SBZDAANb61FPPdrC3AQ3mJ44fB9fy0TZ33gKbu3i1LV+HWLQz3mL7T5qEuDwwHwCqy+a9ZquXrUAZjwk2aPgo2wkAyZJ9ezHOvVCG5O67/2CHH3EUPpsIhrQX4tcQboD164YF53sXkrowrv16oxYfxqQN7ceY0MRyLQR2XXtw3Fk8O1yVZNr46sJ97TqamWk0uvZYH3RYGIxSK70BYPm3OAAaMpQJfLH0E2Nu3e7IjVjJIOoUgrZkZKIEUJ3dGHtG4SSSB8lCpCD1ktwlaCsYm7K8RkcyQMZQ+ZlLF6xNZuCX+7q+x3iKZkDYkV4rQZtkWXmtZjbG938HXpz4Th1rLFBTgkXpJc2XYoWbn1v33cy0ha5AwAHWAkvX6DgmOBx00EGu+2fNmlWBPXoZItEgk+9w365/IL9oxNBwLJ+/9tho7GqmrZSHXA/yGjg4ZUF/kkaSd+xLnMV5OwJHVTFk97JEqbFyXCM+rP7XzLgxfKCc6/pYeUJijlh3MDCKmLu8Hjj2Ehc0J6SJfyufubqG+x/AdJNdIyAl5nG2jdcmCxdj56FmJcit3aMBKtQBIQFyVQeGbiOfaP9yTQVq0dVZPbUPVYNcJg5o4cp1qtRsMVCVhZWXiKyWGvCUgMMnJ1Fq2TNUwK1kjnhss9/b768IFCwXnToDaFH54CXSl9DwZ8iBbRYE2ui1JVV3DtAzKEOJjyrfPt2jVAZ0j5K2rizQrDTuvU4JdNItqb6svF75vGIVNRbl/ZWLuPK5JyOlMaiKM2ZSikpa+MbKQr1xTi4wpdCLyA1anGsmEiQilkXxF+U481xUGKyZxYQAja0qj1dBs9UaqLNxOXfboKC3Q2G3b8vet5mC7WsDy6aK/XDLjBdKtz/vPIFb9UyYTIYBsB4c34sM5agbyHXJ8Q0XEAV8zINbXc54ak/UwtbdGhBCpYDnTmw2Gho+T0FezpFfN4UY71+gbS2C3CeMG+WM5sLFy5D40dvv04OAvf1VjhXeI7j0/c0m3gjo74GM0HmzXrL5s57H8a12+uRL8SGAGRV0F7hMVsy0G274sb3vfX+LFkn7Y/5QlBXXad/VBkZprt17x632TjRub+03HGwaYl/oEsf4TUdz9blz59r7r/sECvRu8uffjfgyug9/8N3veMslru3hI4bCTQhQB9C0BIHQq5estLXrVsJu/JkAACAASURBVNvxp55gZ53/VsSroTYhXB+d0Oy+DYkQU+65zZ6fPsMWrWQtNpTE2IRAfmQ9rEcMG9nnjes3eKcDMW00Gjh/G1GCg25TuX7ICkQwPvsgogMCMjq5h/ug4wIBHzNP98CVTHa3B0qajBs3IZhYjP/IkcORuNDdXkbiwX7oVUqmcvnylc5SbFi/0l1MM16eYZMnT3bA9sKL0x2Y/uSGnwGMDrAzzr4I5+xvGze1499Gf7Y+rd3spBNOtgVLVti8hasRv9bDrkIdvB1gt9gDujOU5RJk9S57faEddczR1heN7XdiXslo/Q4M6RUogEz35i6UPWH5DwLD3bTU8QweG4o4x51gF0fDrbsLcXgrwGx2AUBl1nfYq1zY/EVMQJQdEGjzmEmv6Qyw1gUJFd3QkwGxbdFVMRKyAgCEfGNcmzPvqYhKuePHhShPRUrXfWHM+Z6UURPnk3uqKqmTHVvkHpWcqq6T4QbNxqoUs/a/7sFHwI1+xUTVRjzPoWSu+jkakx6q86Y80V7+/wvadB25RxWiwdkpQZs8XW8E2koZK729z3uYs62I8STTJtDdihCF/VGgmS51gjbFtPHziLWuS7T4GEMPMV61jkWrw4RcP+YDlUxbCWAqxjDBKytVuNysYuIDtGl9lSBXZE2DPis8T6EDlC0a66oZtImRE1ap8UWsA4V/CVhV7nq6Vxki5Pqv9laVhX5jf+WCLzaCjue1uWe5myJrNLKYayMq92QVopBs770Z01Yj9fSZp53EtiQCWE5J54bTPbirMhWq32LxuxZ9Oeg6XguocrnmdxWAKrcUyzkEag8aUiBE5yYSKMFUxaalu7IEjHLjlZNMpsMp3Nzs1X0Vk9FoAQbCFlgjKCuVbiksYkN3PGmxoGIUWXiQ2tZdHziht9mB0iBo64P4E74oVNag8juZFN5P377hPpWlIMGp8XQwUdSsqddMLoTcJAKVzfS5jhe9rb+9BVQieh8HxCWFCzQyWGOZ1msoWLkszll9twb9TESo509FP+qCkPXaq4G7jqdCYf9Euja2b4+Gz9uhzDzjOKQEV7n/0LqUGKmFa1yrFZaiCwsqczCETjKkAtE4ipXzOj1QTrRfqtTx5uw3uqZI6+c61LyUa49r2oUGwxCaNnezcVLG0vm6wsStW78KRVvZoBxZnKvbAEBQlBWJKbuQZUigxNgnnqcFa4jRl93A0jDj0eu+QZl3R0zSA/fe4UDluOOPh/uuH+6nK4Lr18Hl9gM79bQ3o+DreShhwSKZCGhCrbCePXbaD6//TzviyGPg1pwMsADmB9fozrUGMPjbm/7Hzr/oYhs4fAzqj7FYLhvQM+NxgT3/NHp5njzZhg4bYVPhKr3v/j/Zl/7+0zZv5qvWtg41ztatBWuHZur9UAbjqg96U3gClz/eeQe6H6y1h1HZvzt6fm6FS7wLatYxSxTFb7xSOWvwkSGl1b8RLkcWdeZ6IMtGhpolPuhG5TH8m6xapagA/hjrRbchmQcmEOzySvJmQ9FkvgcYKj7/hAnInAVg79O7O+51hS1fssBen/Maarktsslnnu7N6lmfbBRi5b7/X9cj6WOOXXj+BTbp0CPsxRkAXqvWwyAbhtZXKLKGsIKe6K96xKQDbDdA1TDUj2tDV4UXZryOjN6edvk1HwDrCZkHJcnC590BwqaCpTzigNHWBYzhs3OW2QWowbYBXQ52Yc688wOduoVF7nIX721u21TF7K1Af1bvpoDvOLsO5tV/MluU1+PaInAn08Y1qfps+KsnGM8BSGpp7ewF9bD6o1OCj2PW05Tc5rpTNr/0gmSUyz53KcGwcLBXJ/OIYarlZmbxyY2VoK1MaCv0YQNzJV2hvV8qfN2DyIZKptSiyU/LJCW9XGYUhEWzvmv+u7xeRyCu+X4avx830gzaqrFMI6zSIal3q1gxD5eQS7X+XXJG8o9JNIzzVCUH4nwaOfyc3TrE0pO55p6hV4jv63mYKcwQAu2leo73TaRoBI0xqqUnS/Pl983MVqwrVU/wOp5VuZYiuc9FfJHhm2Eltf5ScfgYzwow5cBVeCP1ZVWiK3UzGTbHGkkOya3qYZv5vp9TTHBBMPn16KGSni8+C1cr9Drcq9HxgOXRAiTGHubODdzTHGrVSaCNmydeSVdneuw+FZcbNlhYKeXi0MBr0FyxE3GnJda8kcTa6ZhQ/nW2JeMjAvTVAe9+lwIl6cbTe4o98vAmvATa9LlYjmoTpaVYMWtpNSqWrb7fOGEFHNPNJdBWPl+5+DzrownIamxi1UaKL4OeXchhMTDuRpZkrx7wR+FF0EZLpydKJvDzLZk9SmFZMmxlZqYEZzkXsqj1nhgYgbZyLnVMAyhNU1lz1AplWJ8/QJfcoWLJ6BMheGmIW4HQ5zm8qn4Zq9DkFig3erk5ff6xyLdhHlj2gyCqHUqTmYZkw/x7MDgYyK4xUauSUlB43CaEA0FbrJUUlAlASyUkq5rv8XoOsitjQixhWuoJ2uQO4nlLsKs1socxEQSzTYxts8Ank8z7k+VPsNy2YR3ccwwexz137417AZ9FQQDGiCU+2Ih96dLF1gf9LZnt6IVPSecDCLDBN11s3ZE4sB0V/uegVRLB6qEHHoxSHI/Yc88/aX//uS/b2i1kC3s7MO8M0PanW3/u93HhW9/pWZ+0EllyBN3Q7bGHH0TB3V52xjnn2BZczxMB0F6pK0pFzHz+Ka/9d9hRpyA2C9FqfXugPMUT9vsb/9suPvdMNH4fbK+/9pptXLvG1rVttuGjDrD9Dz4UgmunvY4CvUtWb7IXXpll6zdvQEV+lJvg3AOE9UHGKOO7vH5b7nfuIzIGnC8Kff7si/g1rhm6CBV/QwA7ZNhQsI7RqYVsL4vuEvSxZtuYcWPA5K3LriTI3sT49gIQ3bsLmdvI8pz16os2EIkKr82dbRvQ/eFcALTueP6f/88vbcasmd7+axe6Grz98nfYoMFD7P4HHwH7iDjEvgNt4dLlwQyiTVUL2Mjh6G163nnn2YKFS+yZl+bYW9FerOegkRhjlj2AfGBNvJ2bbfpfHkUT+jY770rUttsBmbEHz4d4wh1wpTJTL/ZLBkeTFaHvhMV58WzsSECGvjviF7lWCFL7oEDuXrJMZA2oNMggcBw9kSAUh7tHyTx23mGDgN170g0e/EDslwRtpXHD9VvWz3RRl3pA+8hbLLlhW2ZgC3WGPlJpBcVy1vFwoXf2YdoahGsyE2KcC1ekZAnln+RzyKHaZcn3KUvKF+dCeoA/S9ne0d8lqdEM3Jp1pc4VP+O6NYnQ+GAqyltRl/mxQJuKwDecg+Ofw6vzbkQHD+4DMly8V9UlLZ+F+5112JiEwxJRr2Gfcq75PvXbmDFjaqM4gaLaZ+kZvRZgw798tsI9WmIDdbThfvXxYKmNLOklOSovh9yTLjObsu6Zce3HCeQKW1QcYJA+Xostw2B8fgvQVtb54/t+vSqGX94MgbOaefOYtQr0s6ZslNJh00I+D43SnSx35BnaNBCS8cXUe8kbxyb0shQuXhov9zw2yxMRVOBOtGul6HxjFrFHxcPHxDYyYKWC940qBqHqB5nMlm/IcJ2V32muz6MMvXLD+yCzRymFdab0akPILSjGjf6gBtBRonLeP5UX2ZjSZ5wgK4RL0MGlcBBg9Psv+rOWm1LPoa0mJVxafQ5oCSxSmPh9Zp07gYedEKwEawqkZhsdKhWe3+sgseZSIQwdMCm+xAOC61cIkLoHXAipUHYCyyXADkBef78CrAK2+LBbukoDDNNFlu5xggwIghhDFussizTXtesqt4zPS13cttlK5On9Gjk3sRERhM4yA3ibDNs2xLftgPIWX+fHOqpO1yDWogCbSo/Qwc7xFdMWCTjcbJEAwphLZ9jSotM4BduGYwrq2jd7xtyItZNwLQWWH5fCA8FODYJfsYXV50XxX5+vitnFisQYMwDf5wXrnLF9ZJ63o03SiOGDPYtx4ZKFYHT6uLLehnpenSAgWM6Bg8Yitp0AqJBoaF0RYD539kvWsmuj3XHbH+z0sy5FMsDxnknqLjAo6U1gl+66/dd22hmTbfCIA8Ck9QcQADOGrNW5rzwFt+F0O++Sdzobxn3FLFIWhF08fx5KWCy1Cy68xDaAJUOlJzdWWDJi6l1/tBv/5yf23vdcaYccNNF+8J1/t+MR58UabK29etuJJ55o02fOswemTUenAAAmZJ3uQHmOzlt3IqEB/UQxT2SqyaJx3TOAmvNC5oyMGsede4dAld0QKvYH6374fiOzFyvcROjUMAAZcz26h5LgvuuJpAQWxO2Jc4GnRMZtH+/ywZK3P73hB7ZowRy79n3XILljM4L64d6FK3baM8+hzRW6BrT2xSO2IDv2HC8LMmHMCBs3bpzdctudtv9BqK+G7g4zZ860o4+ZZE88+TjcqAO95+nHrr0az7LHHnt+vr3jmutsMwOwcS8DMY5zXnwJbtTldvbFb7N2ZviixMo2ZH9yblF9OWLYnFnmHiQIpdAP+UKDiWtawJ9rkPF8g1A7jnW2yGR6lzfIIz+fy1cXkFFSBkYWc4oHYa30wnwTTO+FW7gFrm6+PMwh2TU3YDG+BAOlAaskp2bwEvuhMVatNt7TUE6mTT2wQ/c0lg+q3wvFKQOn2QAqPTMNArKQg2WppvIYgbZ9v7cvgOMxIgk6Or68L927jpN7VPrCix3nK/RE/OH9kgt9VRqkmhc/N7F36rFSFq1ZtTKqEmRpJt6Ts2tFYgL3E/cOGTWycosWLcIZQ+6whR7f17OIvKjAY163UcfXRIbAnBLBYi2EPhYuofHH83qRfrxcv0EuegIJkrHKNab6meX1HAukvG3Q0djJZc9QPy5BO7lnHrsju+jweQnsarBfx666rNbkFH1r5YqNjzAiDDNgYXTMGY3MHWQPkSHPfsoh2zP2nvdAMznnVXHPMTYYu7semeF12qQsGIxQL4IIIOeENzAwivbLQPJy8ZUArxz80v2oidWCLuOWVGxV99DMdFSgR0iXmzOZGg0ovyPGLRpqN24oHef3ncxRM2irLSi5+mr3nBSqI+6M+dJi0wISGClBWof3gdOWDEyk3teWFgUtn4XHRAHDLu4mpVvRrwUBWzJtBFlhAYWlq/upAVfdPSFAXKNlq8VeL+5GWlnPoOMI2uL+k853dzWtcMZWxdg7gFFx5irQWKUCBPprpso3a2kopOJR2Jh32QBI47zv4HOyKjaYnW0s7ikQn5aU1pgLEWwWrmf+Hr0D49kZrE7Q5tfFe7E+A0BWFc9ZhDYTPziuKuarTV7t2SpQum430wzYGgSK+1hrl7XcAlpP+qxkI70oM8cV33WWAy92SqArR6BkGILlmVG6hEViGWyOp/bCsBAaXhYaYNdLU4A12Q0XWdfWFhRU3mm3oNdnX7hTzzjnMnQ76AswyLIZDL7YZnchjo2uwTPPOs+27ELGKlhWBqTvBQv021/8GADkOJt01KnIgsD1cG6WDDGwQy8+9yzYvqF24IGHwbrk2QA2kaCxHjFs3/jKP9plb70ETN9MSMHtdvoJR9tSZJ/OeOkVGz92LFihVhs+9gD7/R1TbdHqDeww7kzzQCQCkBWga5Q1ylTMk7E4ZLAYE0NlRODGseuJMdDvvh4xNnQbM1vU0/khRHuDRZMR4lls+Mf4Us4Xs2MnTpjgHSLawL599Z++gFIhm1HnrZ995MMfQpeHvvazX/7CZr3+OvZkNzxbu339G/8O9+p+9s1vftMO3H+0jRk7Cq7hYej0MAf13IagtMksm3DgWFjaqEq/cp0de8yR9tQjU+zcc8+3letQyHbYGJtw1NFI1EBP1Afu9/s75sTTMfaYbzzANn4RXRHIiDEpYy9i5PjyxtJUqt7PkS5410QO3OhupYtvN5Qy3edkFFl4dzWyYN3FSTuHq4XnJnjzLGtOGjLXsbb7A6P1QraFx6fCZeu9pMn0Fsab/46zcPwlv8s1L2aE9yrZ5ld1wCn9sy/T5mu+LDtFEJIV/2v5Vmd/8trSNdX+FNOSCrh8P/ZcMiX+e2P8qV+/ur+axdM5Ovr510Cb9nita0o9VcfG+nXz5JVuTlBTZp+7/KK+LkFcWt1vBNpWr2T9Nbj1U47I6JSbVPGgUfMQYQFwjS5ZssTXleudBG2VnM3r/W+gjY8T9yvwXT+7nsP1Clne1AU+Dvo93aDsGyw2yxMWGMbBPZCYgL8LtAmnlGslEvHqEKsq6zQ9eARtZNequpzEGwno/JnzPlQ0t8oI9fVVJzPwJBTz7CvC/s+kdHfg3849AG2+zup962VAclyUKKkVwNvtdMcjr2bJj1oRlPW0ykBuBZI3ZEwWMVuO5JP1IVbUS5ZBDWiCflQDcR4nN6YUacUeZeC2BqrcGD74SUFW4C59zxVoyy9U7Ev+XQoOLaDGnyE81DBe1y0Bn1tzfE6vSVBTmCXw4e/lIikZu8irqzOvXMhQpTroCvcba05pbOIZO3kqNquae0kKB15xDh0X4CIC5vVMuo9SePK+SqFWCg99TwCweoZ0X+pzWbM6b+esycR1wAB5H0O2xUqhzudqHPvaHa5NGZs13Yz+MzeVr/XM9EKWWrhySDHT4iJwQ8kYCjOMIcfV5yfZ3EqIeL6T1mnMKkFbCxS0PxPjdDIOLwRErGOtR24ur9eWVL16KVZGSbXsm7Pi6ufx+eKVXEHGfXrkdl5HMaD8W9dxIZR7qlpfOIEaV7NbAlssya1OUE+l2QZXY5RtiLHTOghahesp2Je9CPonxmYHhHWrV9gCZDQee9SxABQAZxifObOetcfgNv3Ex/8eSQJwD7swQJAwCuk++tD9KHmxza6+5kNeb41ZiZ1cmW63Gc/9xZnhM8+7DBm+YmQAAOAWfAZJC6/NXWCXX3457r0HGL7f2fLXZ6PQxy47cuL+CKBHv01kZs6e/7qNGnugvTR7oa1pZ10mWtrcH2B6wJLSOJBrzl3dUDB0i5J9i4xrtNoBW0ZGqb29PRrJs0E2mGBmgnrZHfbnRCFg9Vvu16+vM0WHHDLJj2f3hAH9+num6GOPPmTXf/97yPDu7a5HzyYF6/fBD37Qli6Zb3+6e4qNGDcJHRkGou/oqd7b8c4p99gZZ55m2zavtzEj90Mh3lUo9LvNHkcHgxNOPAl9RTd41t6KZcvRqH6+nXP2qQDbPe2wI08AYL3PBu43zo5CgWOiXoL2PajlRgt9BwvvkoXiBKd7dLcXycX8uheBoIodGoIFZ9u1QSzSjc84fr3QNYL9jFetXhedJzI2rgv7znpIShhkZGS7g23rh8zRVgBubVGc2Q0brVm6TL3OoTN7mCNk/2punB2vXD2xHwTaauNRzFEN2uSO8nXP+LtCNjBpqGTOtDfEzFfrPY1KAbGScWmU6Wmc495K0CbdVTUyLzwzIUU6fv1voK35W80Mm571/wraXIYV4K0cq9J4FBmzDEZd6IG4E3oaOF+q18a17Z0QGHaC919fsLDqdMHvcW8wy1qvfa6X4LLZo6bj61ImNXgTCVGSOxTD0nGlLpMuKb/D91TaSzqgkn1ye8q4z1g0FVVWfTd+7MQH2TCGDWTnBZfVMrKJYTKIVOCK8jxYvRDpvNfw0mSsqMeOYg/TyKZ71F2kZNrklmcSEYsux43W561dXp3++PAMt30DyUX9rEp5E+U6chflXvv3a994Kru0QOqsv5iWaqHkIPA93yQ5eFkwuQIedfZQTlK6V8ssDU2UDyAtySzlEReMh/MCvfk+j1OMW3X9tKJKoFIu6oqFySwWLbJm0OYTQoM3laKeWdcprydlXZ6LzyUXqUBbBJ/GwmOVd/4t4bYUsTDh9olxF40vUMGFreBVLdzSUukImMkCKQFc8yYI1ySFdyNrqf6CLihoeaVQplJQ7zqPZUupQBauEoAFICvvQYCttnpTATggj56r4SkNAc64FJZR2IlJdqYtq0tLmPtxFLJcz8TYBWgTLc9SH3zRktb4l+CNnwWDW1PkroS0JZTIksK8FFINLHXuCe2f4D0CtAl8VwqQz5Z1BetnIQOSmdwO+GIjMfOxL1gfZ1PwOdsqsbI/2xVFBlTuOweyDCRnTEq0J+I8dQNj4y92T0DJixZce/arM5CZyQr/A+0nP/kOqu+fgxpOx4L56W3tsM5b8P3lC5Fl+uP/sq/+878BkcGVCFcsr7d1xxZbvPB1Wzh/NgrJosxFp2hM7+tvz2ZbMPNZAMFX7YKLL7NuuAZdBd3AFK1cMNuu//a37Euf/ATIvc32ypzpqHH2COLQ+oAa62dtO1oQ07XVWSSOSQ8YBvxJRozPy72heBtmihK48TV44CBfd5xTPi9BOgFar769HJwNGjQsAqoxF8tXLPUlSGahHQVoqZR6AxCPGzPSFrw+z378ox/YqhWrwHivhXu1kyc7bN6C+DD8/OTHrrP9wBCyp+tNv7oZsUCD7QDECXYGK/njn/zI3nLBObYOLil2kdiEGMy5CxfZKzNm2wSA0tfnzbdjwFa+OuN5GzuyL5rXn2TT/vKyvfXK91tbZyR1YNx7ZAmedoBOusT3MGPULeDI4uTcq7MBFzuVjRtxYM64B6l8h6FeWytiZXkcy3NswXsb0LmBvZ5V4oft9ELROKWGOUPxY0CuPgC6rPnnoI0xOmSkPWmDGX+xhLj36UYmK8aivpwPxbeVdTwlG0PuCoxpQ8mYC2Ojyl5P0CZZXYK2RhmdxhDv3pnH2LcuM5NlkxySTI/3a6ZNe17n9bWrMJ/USzqnjmn++b993nx8DV4b5ewbuUfLWhAlYKoSEnxsGw3GUg+tWLm88pT4vvEs/zDmWerG6xYCmHHd0PhiZwAy3dFmsZMbQkz+aRgjyTh6LNK9WMZal/fz10CbyAdn0nBdlf7QtXiPJcsmuSnQJiJHMtTXTAIOyUMlFHDePYM4wRPDriibvb+2EwWZXUyFXyTjETp5coIn7kR2KoEbExiq5DG/YUYFBylDg4rbhl4HhooEUEwiK0EkQZsDvpTvRGLVGN/2IEAbT1LE/tSKPUFcZheV8QTlouDJtInUZF6p3YpjoNJ0yyWVur5DwelIP9kiTi4H6Y0C42VBcYB9sxXUps7p10kQJReh6rk0gy7RwuUzxPMrIaN+tgbrLIWAGt3rM42DrDQp50agEsPvVkCx+cPiiR6jEjLb0IZIYMqBGYUhfnKxiQWTFSHgVi5eMWHhwtz3FdlbIcxc6BcbTuDPAQOs8nqzhGvOmSKCKLhauDl5DXeX8KfX1glXr4M5XL4cv7DUSxZN95BglNfEW77xvP8dYzcjUJgB1QRmHjPHliI4jQfgJ2jj2IjBUsyeQJu7R+kCJXCjDE5XskpzqKhu7QapO1ZEqY+IcfQgba4//PM5r0BRxkB6UkPT2BI05HxrjymmQgyZUt1LwebgkAZIE9PGY5hNzPvahBISsurpsuiK+C9fY1lHSEEXuzBXzC71rE4qYGSUUqBsz3puLEOxA31tO8P9yQD91avnIzHhXoCibnbueRch2YOuViafROP239z0UwcXRx93Crp0hDDqhHpm69YtsZdefcEGDB5uh0w6GlcgKGRWJsptID7rvtt+BXfjGDvoiBOQgcoyFXCpMVC+fa194dOfsD5gmc4/5zRbu/p1tIhaZrNnvWaXXfkuxLT1QELCXJv12grsBbo8cS+QX92hWOi6YRsqgi2ybVrzXpsN88XsN7KkHiODAWGh3EGDB3iWNkEu1/tIdD3gMdsQp8YC0WNGjcbvW2wGkg4mjNvPu3ywDt1zzzwf8bAsoYJJ7A438qj9xiKGcLldddUVYM+O9M9v+Pnv7H1oGzbr1Vd8ndxzz702efJptnrlEhuHRAcaXy+/OtdWrtliI/YbY2tWLEFrrzE26eDxNu3xp21FWxd7z7WfMKTUOrvJPsyc7x4os+IGE9cw9xETWjzuK92ZGBOuB4J4Ghq+X7AmFXQejKL2PI7B9qYbNkBfrNMwrqNOWycwsuQsCdq6EwySiGOsqmst1mKMfeUlo3BNgja/RhqfAm018xTyyPeS76E6dprvy0iRvBdokwFUFT/30wTYkkwt5Yzek+yq5b+SH7SPG0tDhIs57qN81UxfvM9wlo5ezWCtcEg1Hp6MT6lz699r4NbMtEn/Nse06bsd6WeNt3QU/yZo471S7igkxPVHhrHwGHkcuH7Y5UMxZpzTAejV6y7Uwm2sB5R+CvnYGHtX3We6O3VPWpPycEmP0gciXeI/82+VieI9ElzyH1/lehOBU3nvXH7HXe6G3BPoEqsWxniALrFslI/RSCCZTN43/2mtus4J0EbyjeA2yolF5x0HbU4aMLHAK+MHaEuCQevFwZ8zc3F/Ku2VWC7eu/X+V3B8Y8FPz9BJEBdF7oJpK9Gy6uuUC0BMiw9OChOBIi2iErQFmxObtgRtvokLd1F5DW1iNX8t66xUD04wlO5KoWzRn83PKmBSLuj4PUetCkSMQayukaCN4EALsAQ/PNaFZpNFVoI6Hl8GQsZnKrESi4OCT25OLkgWE+X7VBRULu7qwXWqRe+KPDIhdQ/l+NWbIJ5H7jU9fz51RUVXQq5iyAKkELS5mwayy4tp5jgR9DhzU7lDM8urkG0xXlk6JbOCJSQ9FifnLxoBB5uqlGjfULleCQq7sFo7lQiUFtk2tnCN6tfcPCz/QeHqb7iS8TY6fO60PkkZuNBiH0W6dJMhVNmSZneuABRBm4PnHHtXT26pN4K2GOXa1eJMXyGoxCBLaTVnwynlXi6mErj5PstYQS4k1RBSliC3sFuKtKA9Non3SKYTg8Qm8fx+1dkCBVlx/zuRGcn3Ou9iU3Fkk3Xbad/97tftkIMn2KGHH2ljx05ygNOKemV33vEHVEpfbp/9/OfQ3WCzx87tQekVFr595OE7XficfeHbUcx1p/Xsjtpq6OPZikbj9959m21YtcyuQO/RHWACGTcHmeisWUYT6QAAIABJREFUzV+mTrH777rLrr76Gvvi5z9jZ59xjG1ct9R2oJPDBRdcgNIm622/MQegfEa73ffgNPT0HODF57huOVbdkbHJ5+AaJPMlVzYBGLNGeYy3iQMgJUPQC/1EuVcWIriaxwsEDQEzxwSDIWDrbrrx53b0kZPslDedYMuWLvIEgo3I4Fy0eCkSNdBlAgkwQwFOv/1v37PnnnvZfvRfP7D3v+8ytKCaYOs37bLPff4f7LqP/A1WCPqMrtmA779iF15wus2fP8v2HzvRs58fnvYs2L6hWJd77ILzzwaz+RM78PBj7bWlG23sQUfb265EeQ9kjDN20Rk2usbJoAFtxXqK8jF8yVjgnnTA5SxF1K3b7kAPFn/SYnuYXe2MBRkEIrEAX67Euac5tlzTAOlkVntDrHC0mbHrYDmETAA9Ai//Lqck2LZwt4WxU5YAqaO0aiZM4R0uF9NT4gwE93smIjSCNkkreYpqFq1hHEqjNGWHjLm6ZE8NFF1GSmsW+9dlZOWe/eugrdz3vv8TJOj96mfqOclfkQX6vAZh9TdlJIbx2Cj7q+/l0MhwKY3A+lqGBJQVvl/UCcnjkUmgpJGtcaQeIsNGxpthF9xfPHdfZKZz30helucuiYIyIUvnLHVW5Y1I8CfSRvKVoE361eVWpXfjQV12wxhTbKXkZekm9edS7F7iE8ZG5xJ2UoB7kZ4C1yP+Mxg46pZg7pLEkQz35R8eF+kdL4bj7tE07pM1i/sPxo17i6qNkpkYQuNW15HLfSGPWrF+Ot2SoE0WRWAV51vyZyxUZpyJrKkXQJFZmsxUVZy3AG0VG5GKUn/HpCajlYxMFUOUzIXQtRaALDC5OxVTpPdjAgIpVwq22qj0I8eybj5vs6WjRVMCQf9dYI6jQ3CRk+ijlhs9lGHch2+sQgCo7IQLInyHtGsJqupilXGf3ETRLiRKgbBCu2f7QNFVrI9bqnVKtbtIE4RUY08bmMLI2SoF/cbmFFj06zWdqwKilXshhBVZqmCbsKizHhjf52Zy91NmxZK781iEQghorH3N5aLU+FX36As6ff34kOCNCQdeziCpYm+vxv6HCdq4FrjZuMm8zVfW9ZHiSv7NBYwsuegdF5muvE+CNmeHGSrggK6OwQshKcWQ9HUF2mrDR2vLx8nj4wLklm58Mqp+PhpIvD6ZP7JzWcS63CNax+XcMU6JipHWm/fvRQwSQYEYyV3sTYnPyIIyc5JALLqaEOhhLaArgjOSqOvGWXPrD8+8c2u7l8sQIOV1duM8jC9buniRtaMLwxGHH+o9TX9+401oyXQeSnNM8nFx9hLjtXLZQnQO+Iud8KZTrPeAETgzWDuApj07223+a8/bSyg6e+LJZ4KFw2cE5HSz4Rrbt2y0F55+HIzWRJv2xHP28MMPWc9WVGLbus6uess5kIrbEZOFRAB0aejVB7WkUObk3keetb4DUeMMJTc8bADj6tmjWVCXY0qwFgYiIrC8zAm7dTALFK5NlL8gmz0WDeFpSXcBc8l6aywVw9g+PssBE0db/77suoCG9bMRc4frjB0z3h54ZKotgZt0C+L4PnrdJ+2oI4/DHO+B23cWXKM/s6vf924Aw0E2D27PadOet7PPuwSu/T329HNPoVRJT7B4w+x1ALiDDzwQ1+1u9933gH34Q9fZr359C4oMT7ZXX5uPLN39bOacBXb22ZfYoWAlWZdwN4KtN7MjChhVZ7jJinBdYqTFC3ksG44F55ryG9l3VELMhvb5jzjAFk/UgmGIzGLuG4I5L/Tt8R60MMLAIoAnw9bLrTV0aEnmBJ2tKlaG0pxdI4LJzn0vZdNEDFD2cT1THoacrEtDaZ/E/k25qqLYUpYOnrTnatenQFi5B7WXUqJWcjAM0szcI5Pv2YP1uUrZXcnwKlszRzrBZJz7jV+KR93niCqpr9Ed2gyySj6vBG1VIl3qpRrk1UBA16x1XH0X25CJLdnr580iw0oA4BoovTXUQU50pCttKNq5kdV22U99nq5yl2npxSj1G9dFw9+UR/mv4f7E3KmYfLMe1ffyURpYNBroeT9MUtL8yyjQ8/LnHoafpJ5hIlczaGMlIe9t6m7S8OzxfJXxgG9z/bruSTendyzhukrQJtemrwGSCbxiYgc/Hxn01N88NuR8xsg3LRg3KgnaSsDDY3zw+CXfr7zBcHG54EuWRMeRKXPrI8GLOhx4xmkqIl23RN71xKXFL+YjxU7pRpLA9UEmIKPVlqCOA9MMztxSI5ItY93yu1VleATdVuieE0wZRcVT0LhaiAISAm1aXP5+ouRyIQi06b0QDrlYi0kgQGLfzDLwnKMmMBvfj6BQslnxfrZdypiecmxlYTeDNp8rBkDiJSDjC89TkOt+o2FhclWEOyWctywBEO5E3Q9/CrQF8xVzHWn7qI0FwOZA04VxxiYSVzjrFS8JRCcDCjDPhc14AE9/JphwtyCAIUCCu7mgZKisXCjjPO4doyJzt2laSBl75oyTW7J5XY/tCoe03JBq41VX4k6gxZGuJGUdx+b3TgRK+tx98BHEW1q0XPte54rgEOuM4Ip3q9ieiMPQRo21we97ADcL+xYAnL9XLFuCUD8eYIfHksXwdH1YhIxfc8sSV94OgKNg9N1YY7xPJicoposKfitcHTTGnNVAFpaPDRW97/eYlx0I0KflyUzNvXCrtm9ciebpC23F0hXeQuwd77zaEw98zcPA6Lp3u91z9x3Wf8AQgLZTkeEIoMikGSjznagH9/sbbwCgGmDnoDTIdpybbC0L6PZApf0n/zLN7/Pww4+2r3z131BEtiuyMBdZf3h6Tz/2EDQsh7XvyQJ4H+U1uiLGa8wBRwE8PY5A+rUOxsj2ueGDOiat6Figopxcj3RtcuwI0pRhStC6//4TUDpmK+L3Wt3dvBDdB+647XYb1K+3feRD6DiA+nSdEdM1d94cr0PXDbXc1qPbw0OPPILeor3tq1/7V/uP715vH7n2o67ABoGde+qpJ+2Vl5+zE084AgzaEJv+4mx7+LGn7KKLL0UMXw8U3/1Pe8sl59ngfj3t6Sf+bGeddZYde+zx9s1//X92yuRz7aVZr9sIFOndDBC9YuUasINd7UMf+QQAG9zhMNi2s3QAwBtXmcsXhrhgn7qLxhOauHNpLOG3lJXcNxHkHCwADQfGKvlezRIKFIRUKARtlA2RYBP7uAWfsSAzs07J+Maci3kP5o0xSlTc3p4wjSOufz+Xgz/F6oQB6dRAstPaQ2LltE9cbpD9LZR7XRqHwC4Uc7xCqQZo4xqOUJPKbcy/eF1XmjVo80DzjB/VmSSjJL9DcDW5S3VwIdcqIefPFgd42GFhvFfHJGgrAUtHvze7RytwVgmpZP4kO1Ifl9fsCLS5Kxv7RvFfLWBHNZ5V6JBn3UPmMhSAZYNYEQb7xkF/uiQF0moPRV16qpRnzYybPit1sfRDgNN6gLU+JC8dhDngCld3Cco0Xpxjnsd1YuX9qbOCo4yIktZADNBbg6HcSdaNMp5kAQkgd3/WIT66b65rZ+ZY1Nx1Qtg6rJ8QSQmOiILgqdjCmCv3OnJcc874fGoeT+OPBgRltrwrWjOdfjvlRc8e5c3p5QPA0g2uNkOJx4lDOfvvaekwfruMRxAR5QOVit5BVwZPa+GUExnXFeMW9xHnZeHOzPFWaY2sY8ZecVHDLRIRxB45uqVgSqaNZ2vYdL4iOIyNsQjiFcseblrw5WLXuQLAyf9M15sYq5pZ4/dKoCJQVd6v15HL2C8XNgRAuRHL71Zzk5Yrp50LWn0XQ8CFi0jsTjXJnN8sGyIQQEuJ79GFIVAjUBh/R0NhCjPFHeq8Me51ar0LSCoGd0OyPEIAwQBydbaXGwcS9tUzhtLhJ74Kwl6oqGbWmgpQzn/YYLT4cX4+t/f1dCAW6zdiEvJvsEs7AWh2bKvT2SWMQvhHXSmNt2rKxXOp1E2s/5j/tMDTAmTphJ24pzK7uC5oSXspAt0JAiIEoDYuaK0y01XzTAaMrl4KT89kbGJopTxcqeQ+jYKmfO46Q9jBbho1GssqPKEQ4lrDikn0eodZgDUMswCUPj5Yn953kIwMgB3He/acmXbzb35rV1x1Jar9H+6ChZPWHaUg7r/7Vp/H8y+5yrbAjboLz74DABJTZVPu/JPtRbzcO696t61mcWiWlIDC7oUaca+8/ASC/OeinMhF9r3v/Rhuxa2uPNo2rra+rZgDAL5DJoxG0WCwZlgDmzZvcZZ6K1yvxx53PJITNtqLSJxgUv3OnRj3Hv3Q4myPF9Xlq19v9CJFJmNkVFIC77Ytm7bY+PET0XuxzRMSGPP25JNPI7Zuj5315lNtwWsz7KTjD7MtbattzmszAfQGO9CE3rIpDz5sw0aPth/+8IcoNYOkj7bt9oXPf9m+8pV/9j21pW0dQOifUWT3ZS/lccKxx9mzL7xgr85aAJbxVFsH0HknOj2ce9ZkPH9kuL4273UASrM1yPgdOXqcdQb7xji9FgDFNetxrwdOsjMvuhRJINgz3dAn1vVNGL0ui1zRELDBPUzjhu5TN5TCAPK0MhnHCT7Kiu0pGt1Yc3mGb/jaJQOJd1kTkK5RZye8IwJHW0aGQBgVfLhJBf58P+EWu1EupAfGw7YdbPpKrYxCGaWMw2t0p4Y0q5RlssYh9/ftqEDwGOVAAizqZ6ULKCtoc2Vle77vjIqAW96nAAKLWft3GzwVjex6s56IJ2tEdRWIc8AYjGT5agZWHf1dvkf1WOopfVaSHnov9GLIWWaEh7HX6KXxYwvWTvLQwyjIiNP4d9ETYJjyjwZfnDO9B/5cQfTUADpAt+aPx4t1izWRMqcw4J0tri3nhvmXTFZjescmlOvCHDx/Xt+vRUM61wz/dhCVWIGqXKyuu0gTrNFbF0RAJjJm/KLG0J8n55GdIlh4mHFqu+H1YBmPzKvGOYJ5i/vI9ci58HugysRcJN7hMQHcgkDxEtb+VeEV4KTf3feyrxq5GTWx5YB7LFu1YWLjROAhFHqCNn8vB62cmIiJoxuu4yyWegHWoM2PT7qcoM2Pye97vy8MEFmUsA4E0kIICLRxIuLvtHSE2FPp6h73iGopdk65yJs3TbnpchWF1fm/gDYpwZLV5Hg5oyRB5pZFI8jc5/pNFhsVRAOQzHmSVVop6ILlkrDkvXTP4sBayPxZzp/m1V0ZuekEEHmeCGClxSC3qRjZGhTrGVzA5rPWVlPOE2FbAlKuNrdYuGBZMRobhy4+FuntRssQfTN532SaaqASVpGXUeFiz5gYAg7VMpM1yRgeuScF2spSAhyDijF2xRXxnAHy6hgS3/i5fpxz9XUbGzPiq8AwpYtA65AgmO7tnXRZcjxT2FGIegeBBNO8hwbhkEpZbVWCoUggmXujdKNyoHk/ZFHKuZXS0bm5OyJ2kAUog5EojQY+o1viYHr5ouLla/PmNnfXL0PHhQMOOMD6oVPHavRCnfrA3XbKm89A3bIxnlywqzNc+piv1wBeHntkml3+tqsxf4gtQyzZdmSYdsO4rl6x2F6d+TzKaxyCpIMt9uvf3Ap5QVaILlwALWRKdiETuAsxcd13wz17sDNa69etQYbpVv+9D2oY9kGm5osoQLtzD565K5rEo5MDLWAChN4AhpxDMtYDBvRHj9DpXiR09Lj97eRT3myPP/64P89JJxxn40bvZ3u3b7YerPy/ux3u3OdRM24M2kwRKHayBx993EaNPwBdDZbZF7/4RcT5jXdwvmHjZvvoxz5ln/30Z2y/4UM8C/de1Ffr16fVDp10kNdZfOyJJ5HMsdMOPmgSQNo8uHU3euHSWTNf83i9s867wJ586hk7BkD0ddR8O/64E+zxJ5+yHnAHrwOQvfiKd1nfQcP9GelS5X4Kt14oPRoKPkUu9NlxINrkRK/RVByuAoJBcyYggZPv/ZSDZMq8riEVJxZ1V659hslwXZHRy/0lZctTBwhJI57ym3Fvfg9U7lFOogJufh33rfpPGfvNoK2Zne8ItMUti2kKeU/9IdlVrn/3ICV48f3L0ia+l4KhrBrH50BUei1BG+NDG43pRu9BDl/1Q5X49Uaz/qA8KV//F9Dm85RzqQ4RGhe9L30kPd4sS+g948thjs6VhnjD3ynGy/OXv3NenaWnm5igjuwvQV1i0RKodXgOj40kGKQerDGCQEpHoK18fpVqUhUAxRaLodPzC7RVMW1OFOQuoF6ijqHBi9tRLDW9eezXG1mldYF1X+ep732fQefIhepdDQDumBVK0OYdD1KXOVusgaFsI3bhc2MuogRLDJonM9CooP6jh8YxQswXn6sCbVJoZQkJKXwfbF8oMRn+dzJtVKIaxJK+LmlQV2ZiLHIzyZqvfPKpDJWFUoK28rzBCmAQszF4VUw1Ea8SE3RPRKy+KWU9FODKBygZqnJjl6CteROWf/sGzGwrXa8WPnGkwFopKGR9kFVxpM2J4BiRcXG6t4450/UoeKvfC+uMrqwKgDrLUrvbygXK75bn1TXdWkoLSWtAG43HiF1zl0uCtkrhc/ESeJIZynEW2ySWrdy0+l4JCt2edwYuajj5eDmtHFYyQZtb3H59lGEAUGtpAcBh5XYMNrEogZNvLI4lQX26iBzcM1swu2KI4XQ3uBcOreeoWsNah/msVDSyjgTadKyvn5y/qHsWBUzdBYlreguljFlTEUYxCAJYoWiDFRHACspe8xXtYni/Avw+jhm+EEol1pnO6UIlY+bcms69oe9rHPwiKbzF0rgMdQER643X9s4beC6BfAFiAgTGiD0y9SE7BoH6Tz/9LLoHDARbdj66FjCInRm97XiunXbb729Ef80xdvyJl0AooixHl+0QfFvREmmPTXt0qjNr77jqnfav//pv3noLpB2awK/z9jnbUFutK1lVrJG+vVtsLUDe4ZMmogkAes1u2RTBxVAWo8aMdQB5+5+mALQNQJ20IR7jSIZoN/qf9gRQpEbhClm99HU794Lz7d//80d23Emn2rNPveA130484Si78LzTbOG8l5E8gQSFBQuQCLERDB+SBFBe5Nbbfm+HHH4U7vN79tQzLyJJ47v2L9/4BtgwdNVAkDZj1j79d5+xb3/rW2DwkM2KUh+f+cxn7EPv/4A3pz/uuKPsjrvuRDbuABsxchTYwN12+x/vtoMOPgpFd2d58+3xEyfYn6c9bocddpixjlZXgNK1SHzYg5Ipw0btb+94F7omYG2zVEck6VDQwHjDXHr2vrNcNfPtGe4Eb64Yw1vSEWjzeU/j1gEXPSxkYvB1gTY6ZAXanHHPmM3YSXFdJSR4+R8GtlOOONtGoysYMGewXYcIJqYcTE+KQlu0F0qFH/og9qVs0brETsj7eL46w97vjs/WBNrYRk6f8Vry4GiP+3gl+9wow+VpCA/HG73EtDWDtVq3xv12pDd0D83nLsesBG+NcjXJlYIEqABowV6F2zpezaBKN/ZGgK0eX5EnjM8OD4Oyj5tBm89NylYRPzFfYTxUz5YxjBUIrdZJ7Qbm9wjapDtL5qtZh1b6tVivkRSZJAkTfJz5Cvco9WiE5TAOPhIS+FLJmjrmPeSis2wgkgTadjpLRsDGWFKuRu6tNBB4ZhrcbkwlaSMQiGsECYLvU6aTdSsAreOvX9/9grtHpcS5hELoB4NSIXRZHomgteGYLVjVrtFkVDRlzUpUWXFvANpElaq9EI8nYifTVtKaAm3q/VWCNldKybxVmy7vV+43bQ4thtJq0sbSIm7+u9wsPMbHp4neFj2rc3AcJYC0aUpQSKwjnzWLX2pB73sPZSulehuXrmlXvExhTvearifwVd4HjwlQJyYpU/wTQJZrQoCgPF+50QXafHMngCjHufmZGscxmVKOJa0Prm0/ORa8s0Xh/macPIV9C1rosFo9+10GiFKSAphX/2K49T0RARYgY+E8ySBjDwj2Y13X414KJSXSaM0pgULZZgLJirthCRa/KjdTKhJ3B+EPr2XEeEDuh4wd4/xobxFQSpjop/ZcjH8ohJL54n27sHMfRe4vTmMqO+3jGPNwj+mfzi2BVs0h3fO0Kgl8IbE4BzQfvJRKGjXK8ubA8rl0Tle+tsMeuP8uW7F8lV1y6ZVIHugX8wCWrKV1L0DZ/WDhltslb7kCgmwoYuDgPti1GeyX2cvPPW6LUbDzvIsut7+gjMadd90O5Q7XM2K5OuPeW9G2jcKcVcQdbIIpa+0OBnHvFhuIeLB+qJ/WBQLQgSWO6z+gn519zvlog7XF/vDHKWAJ+3qcW2+W+8D9kJ1ctXKpDRnYy/7561+z3972J/vtzbfa4YceyeKOKCr8KpIKPgDGb6ktX7rItmxGb1Awg6wLd++994K962b/9NWv2xD0Be0PZu/BB6bazTffbJ/87KfALva3gYhfe2XGq/b9639oX//619GsvQ1JDP3s+9+/HhmoR6CY8Ax717uv8JpX0574iz0w9XHUcOuF8QQod9fubm/PxdcxxxzjMW0HHnyQzXxtLu4fXRDg+j3nwrfayHHjbStrR5GjYFIFYt2cqfZyOOF2I0BinI3bPwB1Coj2NZkMj6z5qqhrLgqP7SXw4fd5zpx3gmm6RslMhCFcg67YfdwHwcixtVZnz9TCXeJ8xAosuhtsG9dn7A0vOZWGBUtoiPUKedZYIFwGfG2oxA2/EWgrZa0fmKAtrpdMR+o5gbbSuKS+8Wvmc+o+HfpijzKs4K+9Sv1QArdatyQIkV4tQGx53o6AWjx3kiYpZ/a5l8zqb5bBFZhquu4+wE1kR8HCleCwlF8lUIqY4eL+mti8ah4dD/AmGhk/ARzJvnqVhczTi6SRg2oPMcG/xDLNILlB97qhGueo5lNgPnWHyn/QI+KMm5MhQQj4uGcsJ+Uxz0HQxvg5HseakwJtBHsZMBCsWq5zh4S4VwK6ai24scU1SXmnkAbfhQVLDnl7053POWjzDZcIXKCtUbjn7OZoiRHTxGgiRfOViyI+0+pIVil93vpexA4xFqKOKfKJpQudQYTpJq3iwXLeFLjn5EMyVLE3G4VJ8ybRpKuhe70Z45NmwKbjywUTxzTS29pI5dUrBZeLS+wUs1XKviwcIi1AgSa3BPLizfdU1WjKz0smRc8jFo0/A2ikRYHfY6HXd6q5KK8jEND8/CWwL49PhtdNRz8fLe+MJagETK63OHcaByk4makYrsSMZUzrxDtFAHy1EIAxsJ+WilsssaHCvcetqAa7Ud6C68LXVYJjB2tka9lbkeNf9KZ1AZQxdxIC3DKxrgJskbXji7FkXgPQkVowB7wv1TvyIOyqxVdt8RNEapwjZqdOQxdQ4/W0F71ECS5RKgt3NSGOTHuKWaIuUBJg1UI1ysVoX5TzpGNcQSXDEix7xlBwnPI+xKzRTUrXrtZoxESiWTmC+BcvmYeA+aXWu2cfO3DCQQ50WAtu65bV9kfEbh102DHI0JwEgNHfx69L111wby6zp/48FSzdcWjOfqj9I+LBtu3YaD1akXCAgresF0fgScbS45a41zDJvXpGy60N6Pc5Fk2sh6HWWgvYvN07NlkfxIcdCjfrODSxXr+h3R54+Gl0VUBtqdYByPLcarNmv4x2UiPQneDNNmjoIDC3vW2/EcPsn//py/aWC8+1USOH2Vq011qL0hwrkdzQow+ySxE8dj9i2Lq39AFbNgBg6gS79JK3eB273gCVd6EDwt3332df/PKXwQh2tTaUNnlm+gx77tnn7chDD7VHkWW6DrFpmwDgWpFMcdk7LvWi2fdPfdReemUeukEAUDpLi9pmBFdYm1xH3N/9wDT2HzTQJu5/IBJHUOB0Uzv0WYtd/p4PeBurTuz4wP2FJJSo0kRAT3cj+/3GrvUwA7hHWVtNYF+grWTwXQckmIuvhtuSZUUI2pwNdqMqYsgqw577WHrBBSDWfoK2+BmgrYptoyHuRgXlXS1vBZZ8nUoeVJ6QDJ8piIFaRqYiLfSMmLZaee+rD1z+0DjBOle4Tel54fllANf6oo5j8xES1acDmn52xLQ1yvF99YcPIWXZ/wHASU5UeidBS5UwAdBWkh66PelnyfcSrOlcpcznrXR8TJ2kqPHyXtOp68r7it/TiHW2lOA95y5jIzsiPXy8Mgazwiq54lgUnfdWg7Ya/IXMjPsWHKgAucfm4ViB+FzTJRlE50kJ2uK7cqdHMpnLyyQAolQIQRsYOlzY3aTYozT4Iqa0jKML/RikjdYmPVaRnMVXfCcSGlRlwf/6zT3THbSVG0YLtVywzevHBzct/RK4lb50D+6ukPy+oE3o14VFgjiBwapILz0fuIBAW6WAchHV2RbBCmpDCLSViDsmvJFeFWgrN2AzaCkXceNGajxXwyLnoEPRkGZtpoglbHx8000nwMVzlAGdjl98Ajt+8VyuzgrhUbIrsmjkKpVloLlVrJaEcL3xakGoc1Cg6fkFLErryscpNwEnPjZlbk5n9eqNr6fZmzElXq6ANLM2j4P4KBjq53EhQCs9BL1iAxy0ATxUMZkEgQWL5gkSqQB4fmXwyI0upVUJg3SPyi2s9egKJ93XPN9uAMKIdcjYGWeGwz3l6xnHq5aRXMseGM6SJMke8G+C6FLwqsSIA3swGho/HeP1lLwife2+5PV4DQbDxrzWDJviPsux177jKbRWmFjhucKe4BDs5k6AFRd8uSbVXYDX5jOwGvp2ACu6Lnci9osgmTGWL74w3YbCnTgQ2Zc3/+ZnaEE1ziZfdCUyNBHjxqBcMKC9WvbYHbf/zoP/LwJz9MPv/wws1FwIOIASNCMnOGTrqfXrNgFYoe6f90jFPKOuUn90fmBc4/q1q7zO2s72DXbayUfbcJTROPTAcbZq+SJko3Z2d+2Hr/s7u/3OqfbCqwvB9m3AHO22K955mf3n9T+whQtX2D98/lPoRjDSli18zcaMHmErly/DOfvakuXrQE71sJVr19gf7rzTho4cY18tXr/yAAAgAElEQVT96jdtNGrEfQ1M24b1a+wfvvgFgP8o9Dwdrs3r/+tHKMtxiA1AGYTHn54O0NiGYtMBoCLDeq/9zQc+aPdNuRvFdFeiiwLabPUaaG3t6NEJW6A74uI6oVovM3pZuK4TEBKZPSoXzkc31KA77LAjACLNRo4/0M5769vRNgxg1TUqwB6VlysAFvF0p4qvRQdthYs0YtUCrHuCTIFnGkCbJzWk5GEZHbLzySJXbv8ECVIzQb55BJ1fmT9dqbryZHybXLixhkOv1ExbJXvFSEgAFnK7NkpSNlbHxLl8//GpU6/FOWs3ID8PYCi2DGs9n0/XfyMDVrKk2chvls6V3iHIzfvr+GcjaKsM2zcS+ClDdT0B530AXoIcLweUL+375mNLMNY8ttX9/BXQJuAnmemXa5ajCbZ9bRbkRQnafD28EVgtsnb9OZLkUUy2dGwVdqU59uM87SXCR2isp2Fey/zSKA4PjBv3CdqUmFCCtlizuX9wDQI2Yg6WpSK7zeQDuje9xS/3iMeUKskgY7u5SjOmvQp34bLkniAD5+7TGsC5DOc7tz88G2MehVrlPpNyLhV5OfGOAQtWTgyZnzStnYr+zM1T0e/Cbkmdsn21b7KkOauMknQ1uZAosj4cmubL3SZkVsiyVAGi8htrIgoUm8jTJz3RpOe5pODpaCM2b+LmzSlmUIJAiz6yKamhVMKjkSpWcWAHJgWoqMYwLQ8FsjZvNL/X3Ej+e+59Hcfz+yItgJYWtp6h2Yosn01jUW2GzETT8+m80SIp3JQaA/7t7m1nSrP+WOFGKe9jj/z8WQ+NoC0WZ8yLuwNxnnAd8/1MgPH1wjmOpIMG0MbxzOt5KZfCRSjQ5gGeOFe0AIo4nXL+lYigrFKVRuGKK5kr/7qPfwBagTbGUXmRYS+EGmMkoabOCnwu3jffLwW6H5uAygujAoDIkqTxoiBinlftZPg7YyriWYNFVDyQlJP2ZIOQxnP73iFocz1OSy9AH++NfzNAn+BUCsJjmegWxvWYKSw2gWxFZzaYB6Dbtmm9PfHYA7Zm5SK74t1XW9seuAC79fHsKjYcn/nMo+gKsAzA4x0IvH/Wbrnp5ih0i6K/W7e3e305FsrdDoTCkiUIY/SWVdHIvcUTCsgw7kFPzAG90GcVIOqwAxAzh9Iga1ct9IK8Rxx+GCanxV6eucAOOvxke+Txp7wV11e/9i+2ZNkaV+P9e5t97Nr32qvTn7b9J46H+703GLldNnjYSJQ02W433/oH9EzdbZ/8+y+jHdUkJE/sRvP5HvbHP/zOa7Z99Wvf9JpxS9F4+1/+9Vu2AG2paGGz/hwTXvZiLGiEtYPlO+P0yTbrlZeQEbsxMvdwfWYgM4KxGxg7B1d0Z2GsuznTxrjAkB8EyNsQX9MFpUxGjBqLllatNhkdKkZNPATxgQB5Cdpc3qRDxg0yghgPzHIO2eVlCdoc3rj9Lbma+zlZNgLOUKax7jupPAfvlfte2YuppD2WlU7bZNY6E/ixrIu7QwO0eSeFVOIiA5QB2mwwK8u01j+NcXA1GAsB2CzDSzLC9VklbxLQav8WILGUtdqbOu8bgbZmQFbJ2AS9zfu70mEZAiG536xfBIgkX8vjfK+meis/L3W1inN7ADvHPhmuWl/V46nPy2tIz5dgrhHYhb6Ve7o6fxrvlV6vQkcyMTF1ukBlpTfloSlYolK/lNfhd+hqFzlQA8w61IerwvVI1u1UOJWPHT7z52sA/ZLnAcTItNWgrZydAG3eE4Q/KS/dLUo5TKOebFvEXHrdthK0USdx3pxRCzco58/1OT+LO/OLVaCtMKw63fPEAsR4746MNgiYsuVDtWAciMW3aoGfg5EMT3he689Fe3tJhCrgtM4SUuwT61nxpcmtYh18gYXlSBdptXiSOfFFVyDXijGoVnEi1MpNWsfX+fUqCjCzU3m+3LgNU+PMRR3sX37mz5ugtHyfxxNs8nx0KbnSJu1JoZGbxoMbPeA8Avk11j5RvCZjVajU36D4oj9/Aje/dj5nBapkZef8RDB5nFNgje/5vWZwpu5DylkCz8EIlIxb2hk7ILbIgbML81T4OYYCbYrzcmGem6NBcCRoF8NE92jMj+41mDVnEHxFJzhyMBiWTsRiBVDjNVS9xseiiGFpaArsy4MbtqbTy9gaMRa+7slMkOGqjIeaGeDG87XHuB+8qBr5Imjj3LMSP59XRoWUQAXcsl6gxl7riLE/UpIeHsAabsyYJWj7/2h7DzBPy+ps/MzW2dky2zvbgaU3adIFRBGxYew1mthiTFFjks9YorEkXxI1iRVLlFiAIEFQJIoCS5cOyy7be9/Z2Z2dnS18932fc973+b0zC8n1v/5zXTA7v/K+z/s85znPfe7TaOdEHUIxY5HRmbWTRNMzFiMSGnw+WRy7YUDouXKfBGNJ9znlWlmHxGWkiAjcYNSFEcB7OqXvLJJkln8ybg/MqRqIo5H8TT+9Fk3WR9qCo4+zsVNn2x6CDgDQXiQP3P2rX9iJKBdyxIJj7eN/82ncqNd2s/ZagN29+3pVj+8AAJuSOrTXWASZgfGoLyarFuBgGPYUGL7p40bb9k1r7OQTFsAVuQauzgvsIMDfgw88YguOPN5WrNupjMu1qC+3FYkFa/B7O9ygr3/1JXb80XMRK7fXfvmL2+yoI4/DeE+wpcuX2403/8JGd463M8+9yH583U32re98D27cOQCbm6wTbthPfPpvrQ+B7Cwi/LWvf0Py14b1pMlCF8d+1hUkcINMkj3bw96o0S2E66k9xDgvFDNm2RCu33BmEJOhipggGhaeTIIDCiD2IJg4Pv/cI1GQd0SH/d7b34v2VmTZ3GrPuopi0mKvSDUUoM4ln+sWrCwxXaVXCfJ8n0me47BIY5qgTaAdH5Es0zXPaxHUx4Gb8XDUgTQGKGN0Y2WbK5fHZIt9v7SW7fBdIH1RgBq+lod27pMspZCkQAmq6s/UXpjsAOKuLcLL2nuQny9/l+REjqkJ4Jqv+zh94tLoHgjU+XXCSC1AykDjqD1W9Tmsz0UiXMlQlWdJJiKVPGOL0ZbuyZLQqFixVs/IwOdg1vms3cZKrKI8hiHuzFoyqzVw5OvPBdoSRGruwqhoulcFeXidrDIRc18Z6iFHFGcalR7HmGdVa0mRrJLB93ls8pbqOUrWLUJwyrUV8VKBNhpgdI166Q8mIMgLSANOmsuzQKsYdiUQemZpk5BJ2eS9BgRtN925XMV1qUBoUedBnod7BZZamLWgHOVra9C7QX/6QCKIkyi7ksRW8JTZK1oguZciQDXcr1TY5eI2ixt6FWIeUq2V/utK+63upwSX1WYMSyuByeE2fSlAOckCNxnoKbrUFVBea6ANX23wAHFNy7LuRdm6mIq2EoNUbw6tUfH3QNYQS0TwdbXiYAxWARx1b1ZUj8NcFknBziXYaMZE5PPzoE5QWTJtpWBzU1XxYZSJavOFIZD1j4paS6VySNeiV073qv0aj2oFMZ7Ax+xtqwiOPUYgAS2PsTIO0rNL4zuVVCagTKszDi7KLzFLzI+Mh6SrQ+G6O7EuIyC3FJlBZlDhPbJDKQdZAyplQOOWvNdGkVoPhQy5Mop4jQDXrEukgtZcOgaEF4ZGxZDhUGXsHK9fAca4Zq4dlZwSCsBouYscwEzxbw7SOE9eiJqKhmycM3K0PDX+yFpWDCO+76VWCIIddDyLzNCDCPw/iOxfltY4hI4KJxxzNJiz3fZzxH+xjtqlL3m53YcMzB/+8BqMAfX0eB1W5gfrz2fcj8xU1jDjwT+M4Bavtbd7bCa7zzDWzWNe2+BuRcFZ1HI7dGCXde/cYG9+/ZW2/JnF6Fww35atWIuuAqvsmaUr7Ww0ZP/tnXejm8IIxLWdY9OntCNz9E679MJL1W1hzboN1g1W7MFHnkAc3Cj7vde+xcZPnmZbd3bZt773fXvXu9+rIrjbNm20n/7Xz+yOex6QG8SbtHvR0RY3EdaLbOFIFOTletCj4VmVh1R6ZPz4sTZx4kR0TcDYzj5be/TmW26xSy+9FABzDYDebn2na1c3MnPHYGwHwOyhbRDuOR5s4JVveKdNmH4EMksBcGXaeIKKEsQKBsGrsxPtUy9HtEwF2B08SA7jkEvQxsQb/RTGo+Qz9qsbv5mt6vXdqh6kBHFkjcOl6mU4GEfmh7D0T1EKynWhnw8p15VxHfKb7s/qOGn8owRUCV5cpzsIzN/11+rzqzQqcwwlWVHpbl2n1vfNe5afSyY+71eCt3ze3O/lWVC+Vo6hOZ5Sl+R3nDQojNFq7nwUOsvid3k9Mar9CJqITS5eL++T+rDU2bpOeNJc/0DH0GMgw9NruWV9QXdz1oCuFVBSz7k85A/HXRqfVemSGHsSDl7Xk8yuZ8+z3prOATq/eHuNIePT4twWTqEFQ2bO5VMZpKoZ6Fmlkgu+Sm9GgjJ83d2iZOU8Bk014AjS8LoMKp5PSi5gOIJnjHrmt7NqTRSVz8szr8RiKrFzw+1LxLS5O4VMGzcvFSEnlxOUBRq5z1xYc9K0CaKFUSXwYW3lTWk5C2lX/G2D8YpDMBcuiy+6MASzE9RqHeQe8Qq6iTNHeahUgk/3hITBQR1fV2A4D4YIbtVhigVKYJCAht/jAct2NRnIzXgevj9q1CgxKJn5p0rxeJ1KLIU5QUpuqFKv5PjKoo7lhi5BW4s+Slq/ll+/XxRjTQVVCrjuH9KQtbhaFVla9HVXBAfAzhrltRK0laA0x6ZsGiresNT7fSaELg+yfhZjNIMvLc4maPPDJLJFcYFSuWhj8QygDOi3b8paHnHII4ZK9DiBRcQqSNFSYXCO+Kyc3ypuIty9qi/lRkTKZ3mIKDmBACoUmmpb4UdxaMEOM+Yi4wlzn9UbknupbgmjMWeMnKxTL7ro+yeyqcX41Ydr1n/LMfD5FGsXWbKaH+7tZMRDAXpWNl1p/KHBE0xbgGr9rZCDmDfOn1zhPl/6FieP5by4p+Reprx5Nu1+gjbKEjoitIMx60KD9L3dW617+2a7/4EH7K1/+EewYgfbJ/7ms5r3vv3d0KEAYwAlrNJP5+FwxMqxlMZ+uCnHjZsgkLkLRWv5M5rB+9BXLOOxq3unTRw/SSBvKLKLH/ndXTZreqedffop2K9jFNt29z1Poj3WVNu9fSdix9pt1aadaBY/0v7yw3+IDM8d9qtbf23HHn8yiux22te+81075jiU4HhiqX3wj/4E/RUnWOeEiSjgu8s+87l/VFeD237xc7hRUQkXJT1UQwlsH+cz+wE/i3IkXDcQaH5QRRzjwmOPs3nz5lkHQOa9996t/qsc972L7kWs3nibNHUKihcv0ZrNnTvfbrv1l3bWWWfZcpQeaUeHB5b5WL58pbJFh6Gl3diZc+x9H/qIobkQBAXJKXBb02uixtl0V+uQCbcoZV3rrzrsWnfpiABL8YcDOKylH+6ZpR0MeByO1cGFGnoCgdyXAdgU/ynF47/5N+8X6tb3SwhRS4hHOY6Qsf6ejMbxVhzo+SwliKpfq427fN/fqxODcl+m3ktdydfL1wa+fmt4RfWZQheVgK3fvOfNi99NXV6Oo3yvfJ7UjQmGms+U10gSpSJlUocVv/2z/UFbCezK++TrJWirvp/uUhqiPIcjzyzBZanTWwAgtXRhXCRoa1mPAKEUMGWPaj86yPICP37G162o+GQRFqBSOCnvddgXZVmeGQioCuzCGCvPTmEfeljwfXoXBNgIDHHHrDHqnp/YfwR4sReZEFSHZfmBXkt144DXmeWYyz1f2Ds/RUwbFY1cMeLIuU0doYrNUOmFumxAutYI5lxY6vc0FQ3QlrQoD5/mTwuqDkSt13hQhdIQAApknI9TxcfJIiMFGRPISQyLqhQgH2e9OQXaeCDT5QeQmnWyvLen91FLViSZCgK1ZCOpEAnoWjZhNtoN92EpVM3n1niCaWsqmkwpzqLBsmODTXHBrusKSYgOA9pSwNJiqMAsBUTz5P8lwCxdp8lMtWzChnLMZ8pMF1kgsQ6pGPhaxr55a6TakqswPK2QANXNTd+cm7xnKpr8O0EbYwr0XAFFfA14fRZiDjaMFo8UiAdgK+ZNhl+d4Zw0uQ63CpS58qgqjdPlT5mFrLJDg54tDiJ6K3M+kinLuUiXM8fuLVbcuCgPAv7NVHauCQP7+Xe2lpKSi3CDJtB1C9GTEhL8ZzHqGjDWMSWcHlaOd9d0bdxQNdBSZYwcwZ/HR0qDa7zpEpdsUQNhPIdQb0119sItQCWmZ8VcS3GyBtaeXXbNd79uZ5x+ol2I2LKfXPdTW7ToIQA2jBewQ6ANiQ10ibaDWWMm6IGDe8MtPUTlLzrR4WA4MjT7UFR3Avp68q6sZTahczLASp9NnDQFZT9GIJ7uFlxrp518/HE2buwY/IdMUbTFYv/QyZOm2YqVW+0//uNH9ra3vto2rl9hL3/Zi+0737/Gtu/ab2s2brdDQ5CViWfdBwD0rnf/oW3YvMMmAyBdf+OtYrsOMBuAeylYLdarI0jycAC4x+V2gwRhDV//htfZnBmTBKS+/OVv2Nve8U6AmWeRyfqk3fbft9sHP/ABgfN//VckMqAGHN2fT6M7xCx0RZg2aTKa0D9op5x+hj386CN26pmnocvCEsQFdtqTS56xNiRNnHvxi+1FiG/rhav2AOR4MIAk9ZcMpQThhF9SoFxDTwzwoyKOi9Ax6abkYSyDpAovcP2Ze1j6hIlW6DLBY4nginvJ6xry+g7aMiHBExEI7nzX5jnBw6vc58m0NT0qVUJEQ5nW+ycYYAG/Wmfmv1O+6+LrwfRlMl1BHpT7salr/ieArbz/QNmjLXotnkfgOsae+rP8XRrDJWjKUkT52VwfcUYFOM5py3Mpf7foswZwy2uW53T5mtaxAFV5drec6yEz9ECk7stwj1KeKvAXHT6a18g5o44t10RnTjC9FC557oJEUDKijHOeASzHEXpOLztuyMxNxxtBCOhQoOfAY6rJorlXxIU3zzk3/BkSQiOVcWz8zW4I/LrgpX8+XfH4frJspSHlaxPXjv1RnSX6u2Z1ta63Llr+LC0zKnVnxUgnthbLSyChwwCIsxTEPPwTJFRZfZUAuHtsINCmRQ+3a7kpK4ES4xdNrqVskm1xpoHap0ya8LH44VMKtjMdNUgREGNLHiF0P8QIyLIHGz+vcgYAaj0o7Mn3qXCbLGO5qTJbKcebG7+5WXLRs9hqUwgykyvBZ4K2+jo1aNNrwRTm2JqbMkFbOdeVuzCUhJicItmjBF/lMzb/LaEtivuWwpzzn8qGwDsZ2lQmkpkA/7UxEHFXIbUlMC6VmuatoLcJ2JxRii0QYKgEqF6B2i0vgpmce1n7im0LRi1cNDyIGEeWLnUxv2IMAjhBERFMlWyaQlMlbyGHUSqkPAhyLfk8XosurK0CvCbYy5g4D7gtjaLCNgvFyOuqojcTM4L5TLe6XlOLngCfEcfIdan3e33g5XzSNSD2NYyoDDsQKJMy83kjaPP14dyyErj3cjwAxmkYkhPaEFPFhuMGRo1hW/fdd489BfDxwINPqefnPnQ72INYN+5HFqQdDdckQdB+MVamQPydcBWOwHsHwe5MnjgBsWCD0KUABWzbkcXaw7pkYMCZBNG7C0zWITv3hS+w733zW/biSy9GjbTjwFAtQwmNkWp9NX7cdPv+NT+21/7eK23n9o3W3b3F/hslONrax6HzwD6Atx6UBplNu1lZtIOGj7HNaCXVe6gd7N8Ytf/xA4s6cZ+NQhNcugKpS2dOn2yXXXKBnXD8sXbb7b8GqFxr73jr66Rj1qzdbLff/hsBtaeeWowuCntsMRrMv+C0UzRf/3XTz+1lKCeyDu7Xe++9F+2vzrAtW7bYciQ4nHbG6bZ63Vo76aST7MlH0bgegO1p1Ljbg7ICf/zRv0Z5EtR3G4q6dmIR/MDIQ7kq4knQj3HWDpkatLnxFLUBc78mI9aILZMu4D6BHDAJR43r5RiKemyaGwwn5IsgjvKhsp6U14pybybhRIxZo8RD003W1IetrGHNtCfIKkFb6drMKvSlB6A8O3JvVrqiArfJN9cAscWIp34KQJFjKPd9db14scmvlLq2BGz9QWTt4akBm7S9Hw8BBvLeTR1eZZcW811epzxPBgJvzwXaJH+RZOXF9VtDezKJKseU5zEtikEsehy/ZaRGeFC17tSvYfRWyXAF6Kye1y2VCInBdyqPAWOhHYix3iDXP41tkULhmZHRm2SEQDClnPIuKCWCgACNQI1m3H52TtDYss4owbiPhr8y9vRwLtEYrsbDuRUop+Eb57PiSX/74JpnlR3GoN4I7KYP2vt+eQCet/1xRqQPwSRZ04YTUG2AQMjlAril5z7ZUhD8sPYnaQqhP15Q8XFAKgMxwFW1aHEoJVjMQ5GHiVuBvliq6RWHIp+Rhx//TvcmFa6aSRdNc/m9DBRm65mtW9EuJ9q2kIlTpfu4Zgb4p/uvtFxaNkoE3GvxCosq/04rhFhCm10ov/bnZ8BtqQD0zPh8yYw1NxwN3uYcpXuY35cQhLCX61Qru1ZwUCqxcq3zOTIrNt+r1ivukfOfn+c99bwRe1eNv9jgeQ0HOfX8JeuozVMwTOW40g1du/bcVeSMXMRmUg4JnoINliKCfDL2iIHk3G5VLGRmySm+DS48yCa7NKQcK6qIck/2iUohYh4rWQiQmwDXCayaaSPjl+PnNXltXq+qJF+EGfjnfA9lOyEPmmWbtzqmQztKexcsVshUyquersFO+J72EWdGKsGwW5axXjF/LNniSQh+ePi+w2sw7qQnGIAM1n4/Gr2zEO4hlAZhrfC77rjDfvKTnyA+a5ztpTsPbtADiIFjQ3g2rWbiw2g0Y9+Dem0jOpDQEW2+evD3WNQu6+lBcd4xHajpNsy2b6PLcySauQ+z1SsWIwt1qF160fl23bXX2vrVm232nGlwkw5BU/YLVWKEBWx3AoA9/MhjdtkVl9sNaA6/a+d2FNLda+u370JpEn8Mtkn7vVe93KZPn24/uf6/ELvGzgQAogClrLdGQN/XB1BK3YHEiWlTJ9vYzolg8/bapz/513CfotUXmL1PfeoT6D96sl122aWKG7755psFZE857UzcYzjm4VqbO+dodUPYghIji+65x17+8pfbNnSEePjhR+yFL3yhrVy9VodEH06Hzs5OAM1tNmnKVJQk2QGQ2Wsjxk62d77vj63nAHQtEhYGgalkHE5lELSwz35kSKZp/buFGLo8GLUAV5U+i8+lXvDWO86ksYSL5JwnmQx+6FnJJT4jxi1KjFAy4rppIPXXa2l1tRre1Z6usVK1pZr/cHl2kJiB3JXxxiEG8Cq/l+x1092Xz197QA7jBi10enn9jDkudX75/uEeR1sq5vxwrJPr9QzdiFix4qH4ftnxoOV54/wq9Xn++3CgrdSr6e0qe2YOCOqk36FxC8MyzyPeh+dseV11UpDuZTKP/3Zex/VO9SMmLEBQYezWjkZX5vREOUESrRH5vTwvaEiEPk5Q6aGgDsryzKjKh9FbpMQCxrQ5mOO4GEyk2DeBN8aPO5Crf+p/6+yJ56Gk5zvNhAM3rEgmcO6K+E8iobsB2hjQTM3L3/uZxYRNyJ6JrBFEUEL2jRPMA3nfPiQsRHkQWtNS8O5famFrEgAok2ggBJzV3AvKUTq/WhjfvFmnShZBg33RB4I5qJVTPGCANvWnjINKrFxB044bN06uE/b4S9DG3+laOAINoalk165dK3eo5iDivXjoKag43KEZYJnuiASlKaBZ4XkgTVNu4lQOZWcH/44L7eFAWwnMWqzDGnNVSqBktRLA5cbJdcu1KO85EMAuLTF+9vlAW7q6cx4StGXsXcXQBXCv5i9kI+PW8nOpFNOAqAsVBhgKECRrSbIFF1mAP7JJrdZpnaWqrDnFtAVxzYONMh7uAFWVx79HosAqkw7yOiUTp7mLxIKUayqRklnL5aneL0Ab5yiv7fWIwnKWVez7inFUslCTsQywXwbe5loqOzz2Qo7X3aO1BSxgjH3CqRKoDyOILgIHmm7h+nfoYvCVpCqUDEnVeIIOYzx6Y97HdKDkB41BZImOGtVhH/6zP0f/0t2ybkeMGI5Ytd248AGAqpHBbtNtPMgYSzpmzGgpLsbGyXiCfiLzNpSxcl071Mi9G8zYurWr0POzw16P4rW//vVvEND/W41pFK5/7LFz7Jij59spAE/DAWrYGH7jxs1wXw6x888/X5X7r7vuenvwsaXIxqxV/9vf9BrRl9f+501i20aPn4luC11Q3jT24KZlORLEp33wj95vV7z0ciROdNhfoh/p7t077ZMAa37gHLJPfvLTdgb6mo5oH4Txjrcv/dM/2znnXmCTp85UQ/hrf3KjXfnKV9hOgEcmbtA47Bg9Ci7UpTaqc4xNmjgZfVUfQ5sudEd46imAupfZL37xC5sydTqax7fbmi3ddtWb32HzFp5oO3qY6csabyxK7AvEw6I6lBOw+ab3tZSXopYrP7w8Tq1kntJIr1pmySqi9S6fAP7JPpRgJrGhubaMMRocpT60d8Q3+IhcLlvdggm2KgasAS4GYo7igi2HejKGmVHussss7/5Gip6PAIFsBkdYgIPsrZwekHyv/N3cP7nf9HrMYxO0VZ/JwTd+J2gr9V+uX3ktypevT2sVhLxcztdAxrYvfyvHV651+e/8bP2arx8To3ItBwKX/IzOFDJ+BJj4F0kYTgyzS4cOAe0er2elgfK+qadk2OKWZTgLY3cZSlDHgadMuYxVcyIZd8ZL5wTNFXoPhJr4/KFLqV+VzEY3Kt2dDqt0JkeVgTSwK5nDoHkm8dzZh8zuAwRtYuPCIwbBSVZbhAx1o6bcX80ODk3QxvAJ9+z4szDu1c9KrPX9D69FUhE3FuMhEFmyF6wbJxPKjCn3vpFdkJnCTqaN/dn00ExxDYueD5OxYRoS6aIBV+MAACAASURBVD0xbLVlUwpdBTKCcSsFPwU6F1yBrY1MjxTcfm7V5BdDIHOSKSiplPhdsmvTYKmSySAwewaFPWnBZuIB/82sLro7NiHFP2neBHfplvUDs1aIpWVaHcSNjZELXgpAMmxlLBs/Vy1mw5Ijfs3vp3KoAI+UcN6l9Xc5pvx+eR1+ukoaKBigEhSWSiO3vFR2ASpTyZWgTtdOur4R+1iNK22PgmmTwg1WTECBhkIcQspb1PO6jCZoq8ZYJXB4DMOzoK05NdxoBBUKB6gWhGyBlzlIti3rrsmxSjkMJamSDDiMRgG0DUEB1VY3fq34yzmp5dkZ0vK9crwt8hSmWMa0+ee8zhX3lty3UtpRr5CgKtyZ+h0BtLIuCwYt14WgrwTxPHwdtLkFT4Cb4yTgSzeTZ+pyTsMNE5+jFZlFIRkPh9lxsMdMVyjIdnQz+P73v28PIBlBZaH7douNB18pQDYc2aF0k7aDlWOM2kg0oqfVyT3K3qBeNw/ZpDCuyKKzQ8UwKH66EB984F7Ejo21P/+zD9p9v3vI/v37N2hlB2Fuxo0ZitIfs5FU0AEmDCVC0HSdsnT0MUdh34+2Rb/5NRi1mXbLr+6EC3KTAffo591veyNcp112862/su5e6MVR4wHSRqDMyEEUEB5vF1xwkd10y832B7//Tjv5pOORgdqjcX7ui/9opyMOjbXZ+FzsZvCxj33UPveZT9iiu36DxvSn2Ve//k278OIrbOSoTtR3W6Wm9S95yeWSwZtv/rmde+EF1oPYvYcfe9ROOvFk9GRdp1g0GpCMAyQDuGHjOpQdAcvSMc627OpFgscHAS7RjUKAzWVe+jQivzOZi2ynXs/9FqCm8nLExs52PVWV9lhnGQzcyzoFWWCYBrEnZKnfKD0seBAaBQRtKa+Z2JDgj8+aXgaXyXCzN4x6jrUEGBUYCUXD2MLy53CgLfVEE3xVJEPo6iwy3HpNZgK26tMc+0Dn1+FAm+Y916W4XKlX83nL27Xo3cI70gRe5Qgr/RvnRaXqIja6/3cb2Zph1FXjaSFgWtnQ5wZtvILr22TO6PpjFxAHTWGUhleuHmdZlsPjhqU7IXaKUUPyTav8OFPm4424e505XoLD1ykAnM4Ld+Nnv1x9T6Ct1s/ZB1usXSGHOXc8m/pwfTJsLAFEto0ctP9wzLVsauwFaCuZtpQXfsu/jb0ArEU2f/6cufbMiuUwVqEPH3l83bODAM6o/BRwDIWm2kC4MH8PR5sadbCnu0MX8CK8oibpconJSyBUpfSmhSdF74HgKaxpqeuRojhjKZDlhkpBcAuoDjYthU0HDANmRdmTXq0DxnmYcpzclKxi738zTmW/XCUzpk+VlUhwtgqKk2COzyBQB3cFf1asWKG/K2ABwSMTmY20yw2bm98Fg65hTr8LZW1denC2E5R1XJgOt1jfBBJkg0oBrv6I16t7F4H+zn5Wn+z3/YEsKH4oD2u5o7m5VFqCbAsOXHlS3J2Y99TfxW1qBias+wAm5f3yEJB1FddqGWmC7oJVzbpruQmchQzXJg8M/JSALf9OMKf7JKNLCyfOGllI9fTGMPwYEyOIE05MG4E5gRxBkmIL8DtAWztO0aosR1jqYhyoXLQInCH/mz+V3GZEdoy9VDyefOOGgDOhebRm3BhBIgAMS+QwM5GZmyzRwVIfDOqP+KGMm3RXcFqfribq/eZgjveqOnEAzOZrivlIQBbWKd9TYoMUWwY8OzCTW59hFqEoB0Fv0DVCzbgPa0WX5NXfvRrZoOOQKLAb5dl2Sff0qMfncNVx6+nZ402nUS4lO4qwwC4NKcazMXyD3/csRzBwKN+xfft2lPR40saNGmx/8ZE/s8effsq+/G/f1vhmzpwFFg7ZlzDqO0bC1YqteOELz7fTTjlVLN+N//ljO+PUk5S9eetv78J9RyFB4G6B+99/25vE9i164EFbsmI1rgfdgBi697/nvXb5Sy9T6MQoMIFsCv/6111l89FdgXMzYdIM+8xnP2/nnH0u3LIXK8Zv7drV9s2v/4v91V/8qV1/7Q/g9jzXrvnRjfbSy1+JzNAOuw9tr9ic/owzzgBQ3GN3AMSdD+C2bOUKe/ihR+ySF11ka1avtNEAedvQFmssasjt6+2xIeit2gVAOXriTNs/ZIS95g1vwyGC+pCVgeS7lPE0GXCd9c+4XjIS+H7oasl7MCNNLdIEO9wHB1HomMBNMW4B3FT2A2ANpQlk6LAECZN6pJ/xudQ1kvvQZc8F2kp9XwIRjo/PlB6KeryuAHN/VwxhGHfN80bPTMAQesJ1lh/wCSSbz17OTXkGVMZYKMcmoMvv6fXGBDeBWY6nGn8YU2UMcvMszEsOpOc9S77Omk8HXc599d34h3tX0pHX6jXjWPN9Z7X4NBkb7Ocd9ZQnS3jWu/c0JoPkZZtK8qOMB5e84r/MBs1QmPQ4OWnEVQfZJH3n4Vyp2/LZFSJAvkqMWOhlqWT3MGj8DO2K5836qgKHeN9LWtVgrZK9AjTz6eQaBWjbx0xSmfzsgOAg03/KUIU6Strfq09R7+dL8tEztw/27bWF6PKC3CsYrs/aEmSWtz29dCOYNr8441fkzimyMLihBsGa56FAa1f9EvG+6mKpblNUVMckllkhKXx0pfq//cF1sMjlkmxEuFXicMjDJWlsHbjBpuhhYrJo4flBh7GrdAEPZmdKOP46NsHrxKilkGo/0d3rLAUB6rjOsTZp0iQdfNu2bbMdO7bpOWjNTpkyRc+4YcMmZx4oaqy7hO95ZXq/DueF4+I90t2YCR0uZL7wNZUtNKMN60d6/dMfvNYsXvM9beQAFXngMvOOP5XbMQSTTAx/HBh6y43spylaOgQnlVWOewgsGbnPNf7CtScg4gGc5bqkoGcCRGWNBICrPhuMVbpfms9GvKP1lXXjG0yFKhVTkNZSK/CrrOgCSWqMlJmwNAsiVrPPQHtaUmXnCbG6mVUW6DdBGxkDAjkVz8XYhiDj0UFbdC3gwVgoOdHgobQ4jqTmCcOUnR3gLuU654tPXStj3yMCSzHvpbs9Cx9XBY9jjekyzflON3LJnHnykTNh+eMHds3iJsOc968OJK1HG4rCZuC6M5GKqaNBR0cI5YV7BfdgB4NBAGef/fwXbHdPNxipvWJlKHe9qItWBUTjuvv24W8yiBj+8HZvqeUs/lB0IyBA22lj0YWA+5ohDGTCOzvH2UNg2jrQ0/QjH/mQLV7yBFpVfdOGwY3Kkh1MKGKNuD54EoAF1XT+ypch4xLuyIVHzgGjN8xWrVlps+cdZZOmzbS77rwHgOpme/fvv8W2I1nggUefsGcQ9E8Zu/LKV9gD9z1o//APX5RO2YmSIZyXL3zhc/bqV75KiQJbN29GgsVo++a3rkbNtcvsnHNYg60P3R/utFXLn7ZjFgBIrlmNtljz4Xq92V79urdYNzJnF919L1zFu+xcfH7tmvUo9bEC5UeOF9BhwsIpJ55gjz/+OPq4HiUj88Lzzkfj+bts2vRZtgnxeMhGsBdefLnNPuZUHR518WPfvzmXFZOQscVxSKUsBMwrNJP/s5QV/a3qoHSjeoxcW7hHyV+z9RhBGwGi+jFEncNKB4UOr1oZBWCS/ioOstwH+p6YkSizI5AoyWxh4fK8KUFWxgg3x089rOu3MEjlsyZoqZkX7amYGXehtf7002XcXyxCXOyz/AblKZ/HPQitxX65Znq9Ub8xQ1WS/anWpiWWihNZJzq5HqSyd32os6OCK8Uz0KAOleD6k/8N7AZ1BePA6HC/M5HAQ0ooBPE71i11Ss5DenpkKRNkSx+F+zeMXTdEWQnAATtjzHJO/HqOL0h6OIZwt6Q3Yuda+gp6qZpafjJBpmSC9Yghm4zTbAXDZLNxjuAzfUgIonuU9RLZEUU6ujLOExbW3jP5i7C+xER+XrPDDfUdFaifM8/CSB02+IAdt3C2GOy+vTCOnl66oR/XUA5SD6YLOuDKwy0DvymzBGEcIF0XbDckq4du05gYCQe/T3TMDLYAfAxUThaM95H1FSBEh3PUj0vBaNkaQsAEPB6AmXVfyg2siWZsh6qPo3gnmRCxE947kVYfQc74CV7gkqCKbpYdsGJHo4Dl1KlTNW4qzqF0N4SV1sbWRCgVUlsZvpCeveiuV/5NMJeBljmnA6Wul0opnzEFIxmlalNK4AJ4BWjjeynoHFeuGee2DvR0oXFrmhWb9VddBBFzwXuqBhjnjYcynyeyaJmM4oDUlb82AO5FIXPg2RpzR+M550R3KoCUr2dYFLGpyrX1+8emC+nMDKGUqQRy1ffCckrQn/OdilIgnsoizLFkOgXamOkYh1Y5//xuxhQMpiFD2REYcSxJ9mAosiazPAeBhjon5LMVLJUrP2YUxfrRkmKCFJVIQYuWZRZ9PVpLvDAOI1kKjpV7ip/JvZIKUMYWAWY2rY8sY1XrVup7nU1dKqESNKZcNWWvPHz2Q1F5JxU2d+cce489gQIIGdkVstiMQbvn/gdQ5uN6xbL0IkifbCb3lboeYDK6d3cpA5TjY/019hodg/IdBDvUPx5zRJcHZAMLJhdpsI29yB645+47bd6sKfYx9BN98qlH0Qv0GzZidCfuN1SsOkHFlg1gyzhnTPDAOC495yy7/CUX2+8eus+mz5yGGLGZdj9KbHTv2Il6ac/YeRdcoqzRJ5essVXr1tvb3/Y2MGcX2fXX32B3L7rH3vve99o4NH9nQsSuXTvtox/9qOL1zjvvAjD0qwAU++yDH/pj+8LnP6tYvq5d29S+a8mTT9irXnGl/eaORTCKh9s2NLc/E8zbjq5u+8Y3r0Y/1sulJ+/HnM2ZMwfz0ImYtoekp0bjmTZv2mEzp01HUd5ldgyKFm/cshXzDg/AqLG2a1+bvfbtf2iDAeCojxjmkq7SjMXlvLdBXrlu2isFc6+/YyNkwHkpA/p3skhMQNChSaMWxh07gyDmkAfhEDBtZN4ctDljlWCwBlQEfXi9hW0bGLSVRqrrdk8Y8szSBBWtAet5H2eF69jNfJ5kshK05f7PzPT8HO9RgsCcn3Q/N+en0kM5r0xH5Lw1gJvATvxUgJlAOkpvebpHHa4gPRYkSwnISj1Y6tISNOTezt++GjWY8O956ZZqTAGsahDdyraV92pev/y7AtoFk8nvJrmQ5IXmNbrhiHzhWZO4WPG70YUjPHwsbO0TW7NajEfTXGY5JZaV4pFCAzp+57g9USbIIBnbcTnqa4ZtJFgT89z67HyPe5RnhxurDPgg0xZ6nkybWD49aYspzx3G1/P5Hbxh3+DsECZqQ+FwXJd76OCB3TYFfZVnTJnoCT9Ll21ScV0dUFEGoJ9gNQ4fBw2se+IHQ1o2PMxUuV4b1TMg5Y7U8yImLqqqc2oIBnoja1UWILd8BPnrmnx4uXucOapaYUXyQ2bNsF2EGK+Q/dxcOdmcTVV+j8ONJIpXW/cJ0r3BBpBtY2wLn2Xb9q06aAjamMn25OKnXemHj5wHPd1kyaoJBLL9D76b9dwY+5dlQmprxQVMf4eA1MJcH85++NWslj9LnbXH7+fBm4d6snjpZsu6P8zc008g/gTfni5NCfZxcx6cKY1M4QBsmZQxKGSjCZZaa+Zxt4c8BLNX0vrlBpfNHAqsWqvYPAJWcSo4K+sxbXq2sCSTcUqLKa+dmT7lvfhvrx/lbVMCt8nqogwTtOV8ZjeFXKdMPOD0JWhTsVDIkLt8eO1DoK/JBNXtVLz6exxRBNfxPPkcyRgwdjTUhP8Ky71s11KuP1s3OUDz+SOYlfIIEOaXcJcTnzfd/Vx/uRSi9IfHp/k1ZPSEvNEdUa5HZfXG4ZOMnX/GlSNjXNkpQWBKIoVrAMy5quL/4DbAXv8oGqyPRHA9Y8SGMJ0fc9iHpum81gh0DOBnhqnGmI+LIGg09iRjOqbOQGFcJC6MgCtUcor/eJ2xY0bZEejFec0Pr0Pttj1wJcy2D//5B+zf/vVLtgoZl0PQ73Rvr7N949Hq6mDfHiQgrMe6Y99jLqaOh3E2bYK9+w/eYdt37kCv1C5lks45Yrx0zrjx0wA2H7dHn1xrE6fNsL/55P+xbVs3onzJUPuHv/9nW7ZqjX3wgx8EkOpAjbixinP8wB/9sf3tp78AnQE3JljAzZs22Le+/U378If/xFYuW2wjRo62r3z1m6jf9ha5OLdv2wIDqEfjGdo+Cv+NtBtvugUdG17MHaGEg3MvOEdr9ztkk7744pfYr355u01AAgaLCdON3MVsUjCEO1E/DsWL7JQzz7OTzjzXDqDe3B4weNRLXGO6aSm3qWuzBVoJ2qR/qg3UyiSVssGPUHcShOv7z7LyPeSAzAFdY2DoFQPKoywYsRbgFG4p6Z9iw0oeqxG0HqT5sRaAwHi2LI7dUiS7BknlfcvzLRl4XpfXzJGUAC3vqdcapU8SnGUJodQbFagNHdc8U+vnGAC0hZuRAMrVQQ0WNC/BlA0I2qp5rF16GlOmxsf79TrWNEKlj10R6f+VfgiGM+ep/N18ranPyzUbCNhJ3oL5o97y0AouqRMugvBxJvLfzN6sSnJI0qjD3NsmPRiJ7AQF0o0hXZwDL/HRGnOcngX+djmJmLggHmTs6981mnV96YV0qYPVHYH7IdyiHnrjMXx+zjrRkc8pIyruxx2SRsfgYGTpVZBXk/gFU9C3b4cdNW+WTexETBtBW6m8m5uy2EuVpZIbIK3fXFhtNjJ7ohw9tiwPFCl0igJGSh802+z0ojAjOzAkXVk3UQ/aM4ADx5AV5jNQWhaB2B/OhLMWAnLBZOSYaMFXQIblGejq5bLntSEkwxFMThA3e84sGzlypGAzY2RY7oPf5TMQxG3cvAVKCg2s8eCM9aNGSuaGi6MK8EF1csyM/6vdpIHm09II0JKHpce+1T8pHi2bKyxFMWXBllSlG4hz4n0pwTx8ky6PteCaeUwirVRnQ3KuvM1IDdoSlDpt72VQPEahVKStFcWr4r+0JApwmd9JkMqFyvE2N7kLeXw/nMey5/l8VcJBso01dS1VE99rlWMP3BfoEmhzhUbJU484GiCqYebgqkzvF0Wt+fT78BBy9yjninWoPDmBckammYpDpQ60zi47rgzTxRtMWzwXQZvPSSjIUPJi84Jlc6Xoyj2ZMu4bjlchDbHuKT2KEwmFQ8NBrvNIOMjSNQnaqsObIySopQFUGAxVUkrsq2Q8fUzczx4Dy2xFJXewFRZZaMashMEwBIbPbbfdZj//+S0AS71YI7DbyKAkeBrGMAN8zueA4A7fx/NwvYayb69c84hbQ0Ca5iNKC9HdyecfDo22DWUvVq/ZIPfBPJT3+NhH/8R+8O/fsYcQBzZoMLIwEbxL4Ecg3bVzi7ok7ESZDMk9WCGeEWefc6qd8YIX2LLFS9G/9FgIxy70MN1qHWCu9u0bbPc+8DRqt+21P4HrdQyA4kgwh8OGdtjV3/6+3XnX3fYRALLJUyZYx4ihctd+/BOftX/58lcQYzdC8nLrL3+OMbBjw2CU6piOzgaD7Ls/+KG9+c1vtAP7dtuG1UtsPDLZR47GvGzpsscWL0epk9E2Y8YMJCCwDdfTio1bvWqdnnfWjFli2WbPnQv2bofib9etB5jEs9KHMAKlVF4Fl+veIVDyqHlHZpIGkOIlMZ+UWe1vsr+EKk2mWetbxxE3D9tK1gDa/HAhw8Z15ykGg9jNLPEOHuDAPeF7njKTYCTbYOXBmfqhOB+1jwb6qfdWqw7gZ7Xn+iUnuFYtAVTphtV7ecA3wFb1nSKuWp+PfVuGK5Rsf3kvkhcsGcGYLv2OOfZncyPID3BxHviPoI3GV+2So17h9wQwqI/4d3G9dObm7wyL0VwJNBA80K1cgzX3gvg3FBtWpfIzNlqMixt2Aab8CPPx+vXpkeBz9f/tOIDPzXE2348n195vBa/VOsjDAZlltw98rtQ/Pv81KFO8JO8j4QqAJjrLzxM9ZxQHT3nK872StwBN+TefVXq/VSB9Lmj8MBkLz59kwcHQeelRoVfOha7JaLrsOD6ioRvnLoy+JJj4hjAOalUORzjH7p1bEcox19qeehqJCKGkK6QtVOsbrAIlBRiqQVq0cAqAkKBJvtq0CIhGuak5jzo4POuDgIZB071syErhDNaOE+uApBWEaOKweAkESMMroFzFPd1lpf84zsIy4VznwUNAcgjXZswMLc9JqKjeHgV0GUeyZ89umwslyIrrZbxPsomDkaWmOlKo1N6LFjaso9S1E8VC8bf6IGIAyWakMPhz1C7LnM+yNIiDARdKAt28hg5fFTuuEX4KpQIksaH5TB4cn0ycgw9ugjIeSZqA27Jwr6XSy/FlTKIzXa2gKpMM+J10uSaoa1GelZBGlmcB3KQaWLerAAUZiJqbKA8Hha9RwfuwQ6m49SLQygbxBFlhTWlfNMac3+RvgjUFwurePp+itlXB30GwylvE+VDuBcl7xB84O+sgTXFtlDm4SL1hMYOvXelmTGXNRNej8XHGU8VcpHLIZygDjUujiN9yg8Nd1zn2lLdy3AJh4R7NNUpGLn97v9EauDtjWMtTNmLO7zeVJgWKr/XxGrRkI5s82fu2QegkgszJz/7tZ8CmgR3buQkxZqNs3MSpitHiehxAmaE+rOcotKaiIjsAoMbEA8WhEmwD9YwGQzcLQf6rEYjf1dUlOKC9u3uPPf300+76wPcWHr1ATepXr3hGz75jK1yuuM7s2UfY8mVLtBcJJ7pRYJerpNqUgC0jkZAwGnFtr335S6yDUb9tB2zK9GlgwZAoMbzDVixfa5u27rKHnnjSPvyxv7ROALcxiKPbivd/9+CjKCGyyP76rz6mrC/Gw7J7w2c+82n7+y9+2lYsXQwGbyOA5TqwkkPtrHMutB279thm1GT71jf+zf7kQ+8FqNojxm3UyPFIspgG4LbH7rznXjvplBM0H2sB1nr29CKGbzaa2S+zyZMna/0ZzsEEDa7PSIDRrm7WhjuAIsITbcyUmXbJq99iuw9iVNiXBNTUU+xiMIRJNgwbITNBaS0Snihjue0IsCpDi6+HHklpJkCXwQO2lcBNVRAVq+j1pdQlgjPOPZQ6iAkrUF+CLWTpgpXWWgu0+N2pxxWrXOg/ja0YQ/M9H1d/kEegkj8J6GTYRCJN9TxhTJXFt/VecZiXRlI/Rq0AfdJdxWHtoIngieRCgCgBY4+Xzo5Eupdiucj7++slmBUO4bzILmRZkfp6+bqTdQQrNePWDzQ6lvG5DnCmz1dsYsLDAG1hCAoMB6NZxbI5MouYOf+d4DBf7/e3pqeOu9Uzhrs4GX1KojxpkSWvsQrR4vo8KwOkKfs0GTrp1xqsKQaf6yJvUytYLgkIXjtLcDiA9aoVGldR5YKfq0AbSKOUrGQzk2BwWa3BaCWAeohYl7guyYNDBGiJZ3CmeFKPl9DhE7QjSYt1K9seeWzFs2WpDg2IB0mAthSW9HPnJtFEUuFiw4rBIOiI75QMiij5aF5N1Mn3qFSoQMgSsPEz09c5eQxU5v3UOzGKreZhUSoOHQhUErhWVmp30MZ4Ip8aR8fBGpCqF+A7qIemAh8HRUeglm7BrVu3eEIBPkuGjYrXA7wPoHbSTmSZjdTfGfRNIedhwDpNmzZ78V2Ctzw8eV2yc3loV/PIeUurtvCRq21YMEDZ3N1dwzyMatCmv6VoSWnCHYvYnDzcfN6dRUzQVikjWbjeozUPaV/L2k0piyYO7Iz1SMDgbKh/N+c3nylf13WTyQrGK9+r5OYwoK15GJSJCP6eC7msGjKa7MwR4LQsR1ACkHx2gSmqAz5bHBAal44FZE2H296Bhtu7qRwkf3F4aF+EQUD2RC5SxaVFvFVcW+njYTHnc/V7vgFAW94z57cEt+WGd1DvIFP7qwBe/FwL+I69oLmj3MT6laAtWVuOkaCtioPTrLcG3qYyzfUkSPO+ezyFXUElA8jr0hX4uc981jaCLRoBl+jxx86X2/OZFWsA9rAqCpugakaBa3QVoM521tPDC3Z37Y4Cw4OU+Tl69EgkMuyGzA/DXt5rjz74iAwXskUYCeqZjUcSwEabiExQFuGliqYbdScMLI6ZsapbUGeNZhSNMLokKVVcz4XzptsRk8falMkT4DKdAVC1Dew7+oTCXbll4ybEvM22sVNm2J9+5C/ApH0KsWwT4XrtQ3bqEfY4EhX+45ofAaR9EexfGwr17rAtWzfYA7+7T+zbbJQTmT5tjn3t6mtszNhJdsaZZ6qtVteujQKTxx13HBKeNtiSp5YC0Ayyc867BO/ttmt/eh16nV6BRIp9iNm7D4zaDCVI3ffQ/TZnzhw86xboq0m2cdMWNLI/TcCPXSF274a7ddhou+gVb7QJs49UKQIVSSdzozgZ1OKkfgumotTvDiIqzVHt95TLUk4F2sCsMamLSMwL7CoFoqrPpjg3AYHaE1JfPkBdA7i17AV8rzRc8t/lZ8r94f9uBW4laCs/m8/ZwjzFOOV2C/CRGa4J+BQg30guyLjeNDSlBahPEqyGDmu5f8H8pP4vQWHqgGTOy2f3szF9gXnVOqxGr2Qg/ABMj+ZP6+8/vHa6CGst6O/l/QcEL8UDNfVcc11KfehAqgaVfC9Z9wx/4Tkmnc5H4flehXAFKUDgFlPgc1XHVlN76fwNwJa1CgVUeT6RuKenlUylQCvlHuMJRjifOT0m5bMkk+l8cmFoNAyMPLeq7zbWQfsFZBajPsnOtQ0i7oDHoRfdYVAL8uCBvTIoJ4ybqGQqJksCtK3EugU7EFa/g58aKPj7zb8TojMWjuwLW9U4kCjRK7/bp3gXjsgXgDErildjaQHM3F4EGvPvRKVeA8ofMwW5fngHGflflhKpYoA0LKcVyUDpIMKkuKsShS2RdNCOw4HKhi6jXjSjJuhZg0wsFrR0d4yhSKeX+6BMqT4SrsVrkKHjYTISh1EfnmPr1m01wCuUy3MBnFQAVR5o2wAAIABJREFUNZBz11BuMMUdZUX5iDesY7VCKF3GBBxYdLSeJ2diVLaFbjGtnRdJVcA4rps/brHUwbkJ2iqrrmLnfD4Vn4j14zzwuzrcw4XngNBZjHIsB3Ai5wHvm7Je0wROA230XF+WHpFCobWkDRFuRj6j5KQ4XugujBi46hkitktGRmSvSQnRMJD94qVuNGdinOrr9Vc49WGWoI2/SS7q+hVY8/pUGkMwDOUzurINZdis/dPY9KWLlM+fLVUSdPn+4oFZg2/KM//Tc8b6Uwkn+1XuH8pEyqrWJ9g51m3Mn3LsTdB2CJVo04igm0aGFOGTjPQ2xImhyfonP26jUW7jwnPORF27NvvlL39pu5DFuR8N4wcZev2CjeO0D0VXBN6WMVJq/k4jj7Xe8Ju1z+jiFLMMi5PJCevXb0AsF8AJ3XFDAdgmj7PZR8yyRx9+THLCeNSx49D+CgV4GQLBkIcD6CiwH3vgQBjig9tgaMFlO2dap11y/tn237f8XLFok+CWPGrhQgHRqZOn2XDI4ZOLn7JZcE/s7N5rN/9ykf2fj38C9eTQIxWdG0ajTtp3vn2NSnG89S2vt+G2B7GxG2wpGr3/5w03IZ7vr+VOpY77+y/+A5IQXgFwOA7xZlvRiqsL116LOnLHIinjoH3/e9+1M08/1WbMOsJ+gUb2PHSGoczIbrCK+1Dag3GBe1DfjvtwNvqTMpv2mGOPF+N48vHHyG06DK5VZpIeau+017/jPSgFgvp0MKyZSMOEgaFgLrRnfXO16IRSPrIuYcqSPl7I6AGW+2CIhcrEUA7pVUFsGz0cUZ9NcW4ZTF/Yn3LtQd/q/bim76OK53MZLpIUGqFZVZZjjqu5ffPcyuunupCsF2NxcObTwD3GGdHvcOslmPHrQLgboM11WeECI5hwCFC93owrcyBSe1Jyn5VzMdAeLNeiv46qQVBzrfh3yxj5QhXr7JNRrW0x5w4U/X0P+6i9GqDAWobQ3zgtCYeaJa3AW3y/PnMitjvGxdelX2jYcc0Kxi0JkuSFdQ2WFAnDNAmECqwFuKrcwR7LVTOCgq8Jx0Qc+k8YFC0PGrF3ZArTRZ6t1vKc0jw1gHoVPhTyriQyeo80p268shpB355tNgbli+bOnoLznfFtPFOGWg/KD7U98dRaJSIcCqs9mRaxBUSpFFwdQLW1k69zclT1OtgZPVS5wTCJmdWWeUOZxUOwRTBHa7cXVprKiUR2oisNXqqmhUvQVgqGNwKPuCringBOBGxeF8YPe4KtPrSUmY7kAtK72emgg+CLDarZEDGE8cBBgBKMjZYsr8HPsh5TlkfwbFS/J+qlYH6KDD9SzgGEUuAS8GhjRyxSHpBZ0b5qQ5QAItx/vVCKUq5YVX/uCPRnZg0hh0CbBxmn4AsY4zoJsvg6WU21K8N183Na29gUfC3X0UGFfy5/l0DOgbfHsrBrRoI0rTUFr1K6YE1invL7zMKUmCTIqGLtWo2CnMNBAR6U9aMxtWZTkqXNdRPD0zgAqPArwMYDITgEFVBkVhFdpLh1BWhik5XP4GOJ4FTuYTyfkhAAHrhRvfBtlHTBtVRUlIxjlPTgdNTgKecnYvQKjKhrlIqTqx3rmnOWMW25LpmYUEZMJGjjM9XfT6a1PiATrJXKyJ+DRltdYb1U0sl0ak6k/WqXKJUXgdtBPD8ZTDy0ferTn0BzddRj29tlF59/pk2HW286aiN+/epvIwYLAfiHOhBuMEqAeTgK73ajHAgNJY69czRaTsGoojIYhU4DKrODOeXz9SDpYBjiSg9h8TZsWINMzcX2utddCSC32RaDrRoBwELX4YgO1FNETEjWmqTyc+PE53/QwaF2xLTJdsmFL1Bs2TjUQGNc3fLVaxS6cRzAEF36k8ZPUPeFzds222gwW8PaJ9jV3/uBfe7zn5KxN3J4Jwy5McgU/VObMXOqvfm1L0Pngsfs7PMutM//wz9Dlyy0173+jeh7utuWAVx99Sv/bB/64/fBxdpuD6GEx3/dfCeYxLG2A2U7JkwYDWNyu11w3gttzuz5du/9D9msOUcK3HYhy3QoOjDsQBYq9zTbg20E088uDfQOjEUMHVm71es32W6UY+lAuZMFJ55qp190BYCq15pMva1DrxlLG7or9ydDAHRuFXs6D3bJoM4O748oYAYGj/Uw1YuUZwgTZYKdVuHdQjd6aR28xnZnlR5Hkon2S9b9ouvODemUZbVFijHlWJzRajlWW45gGk9prlaAQc/U+qVky/JKJUDV84Znop4DvyrPq7y/9D73hS7t8yfWLe7n7Y/8h2RHGkKpb3Nvl8ZvOf9NYFQ+dboX8zM1sPFPZU/a6vmKL7esa+tU8pt6JYujV+sIw+h/89M695z+LA5ecZ5+ucrYdNnz+8Vvxrlx3RSY6WFS3vYKoI3xyZQPuWupyzybnaelyLSC2SzPt2o+0ngoXK357P33AMGPg25hEK12rq0nSHgCQsF+YjCkClwmPByKhIqMc2InGJVDEJoxbNBeO3LBETA8aWSyL/pInLeGEI2t1vbYE6vFtOVmplxJqanyeG2NlHEHJWjLDMyatqyFOK/rB2IECMahuy8YGH6a7lMBRyr9iHlLBo2AqHTJlZOboCgBh0on6HBFNh8nk7kcDBAPNojjnoQq5pzg9evXe3YKUt/VEBrvEbjSqveyJF6IlwG+vD4LbNJNmuyVf56g1RVh/tcU4OamL//mdemO0uYMmjjXQa2WGPsHyiLZEN2z8uFHbBiPxwDOZSxS6RxwFsyvV8UkRYkMjylpdYGVG6sJ3HJ8qVhYcFnuWbh3E7RJOQTzVoIO1xousNUGSIuqAHuli7MZM0IQx2tW7Fi2Vwq3aQUGgz3IrOJ0lcc0a3Nzm0X5I3evyX0Y1mZhUWofFH87CJca8O4JZKcE0sis0c3vpTwyxi2fN+cyZUTzHjEcHE2r4gjLtkpG8P2TRlBVkw7mYO6PZMk058Xh6HMdiiISTypQHvud+yTXrdxvpbtB9w8KPOVAsUm4HxOC+LsHwIclJhjLtmjRIvvxj34ABdpr55x1it1/3yIwZu12yikn2dELF9itv7gNDdS34Hvtii0cM7YTMVn4PmNPefDjGWiQ9CEGlW5R2cCx5wbh+gJxYHWGDj1o8+dPsl1dyKCcOM1+/JMb8Pztav+0eesm2wOAtxdxc1KXUppU8gCJCEjsBCM1DONGxQ5lApORI5MFsbZNKKMxf/6RtmDBPIQ+uHJmnbgeZGMyrGMnynM89PCD9qE//7DNnTdf75PBuv766xGb1mnHn3iSzZo1C0xaj33601+Ey/N8Oxl11nr3bEfJj/vVQu/+Bx+z7j19yFKdjDpt+9D54DSwCTBo+3YCPHahLtMuWzD/aFuxCrF5wzA/e3pg5KLAMJjIDNVg5lo37kE9sWnjRjeooExnzZ+PxYGBCQB91Tveb4fQhquN7DuePrPCD3fgVnoq9IMOmUKmUlYGidUg88RkFAA2xMsRtIlpIyZTvFWUrIg9ntf26CIHQjzc1DWDmcfiqDyWS0ZElmUo4ooE0iJzWskpOhxrFojHdMZWt8SAFaxiHYDvgEv7pEjcatmP4UGq9in+1ucDNORn01XG3abzKdx14twipiqfn0/fjHlq6svSa1Ua5r6nEyLUJlsF1hou5X6IdoD1bFnjeKA865tykoaogEcAnbx3+XfzXMyzpn5OH3vJgJb6sgWgxpmV8dycT5IWIncE0iJZgvMcCQKiNpJNDBCda+P62GWmOvNKYrAZB1meWzEh1Coic6gwqFcwjASYvKbIFiTvMdvfnx06K+RWZxiJA6yVqggwe54G775uO2rBVCRMjdD31m3caRu37lYBX2JkgbYSSGgT8ZCi4mewagbiBUWYk54LnKUUSover1dvoHwItsGioPGzBG2ZaVmxB5xosUSunOuCiD5DTaTLvwkY9qFZs7uDSKN6rAZpetVxKvh0Zm8dMWOa7ssiulR+gwehXlEkOCiGLA7G9N3TemW7GI6HJQdYw40Zpjw8BQZjkx8OtDWFvbRm9EyYK10n0EQ+Y4I2AtrS5ZdZuFJmoRATtNaWqLvR8mB2IFO7sXTgMvSE9y4omhKstSgsrlqiHc5y0M8CT8lsRUAvmTYlnpDFKFiiHEvhZfdbHAa0VesdbtFKEQTT6FZTdgzIzMw6q7ZalyhW2QRt3E3qAAL3PK/dLCGSezctVTK3+UwcG11yKqMghtotUIE5MYee/Vi57MNKbVFAKc95SPRTED6CVJqy5IMlKdePmK9UkpKLBmNXgjY/7Gq2VcYWCwPHPtFciPH2n7xvBdLiMEhwTDlTiQ40Udd1h4TRhkv837//nO3t3mELF85Dm7jFyhbf38c12w+lNAslLc63G3/6M8R+oeE7Wi91dfcgwB+FcBELykPBnwXMGjIuWU9sOAAcjad2uBkPASSyR+DwwX0oOHsk4ts22ZRJ4xU+9ds77wPg6oarshszf9B2oXgvRZZN1JWNR3AFa/YVL7/c5s2dLcDB9lAzoBueXvqUdY4fB6NvuK1EBwRmgu7as8tOPu1E24tEJSqn8SjIzT1JlnkwlO2tt/3K/u+/fEldGv7z2p/Ic3DTzbfbla94jZ13LspuQNft6ztk73vf+wDAZtu82VNVLJPuzGOOZ9P4Dj0rDcluxOlNmTYJg+1F54Ph9sSjD8qle9wJZ4OZ3KZCv3Il41noHmWcC0HyXrCD3d1o/4XYW8babdi02Q1TPOu8o46x0VPm2EWXvwolQHAQQOaShW/qp/JvrWewZC4LtU6RzInRiHAVdb2B4R2eAYV+8wALUCddI+Ej0KDy8fhQMRQEd8lwBwAI6dPaSA7SW18w6Q4IM8a25JpLN2Ajxiv1dYK00Gs1CxdMfhA/1dlIJjEYFemBnKjKFRfzk+dN5d6j+ywAlr6fPEvu27oURPYlLsFP7tXUBaWBLf0nNdH67Hwl46Brnd6/tEiuKWerNavU16fSwYVQpPNQUIO6LuqQNXFBjjt1SamjEl+Uz8RnyE4JVTZsZsVWv+kkcyatTpwhGKKM1G5av3cwbxXjmRJVy0MJ2vIRy2QGn4DW2Mj8nL4rsx2hGvDMDRfj5q3bEu9Q39BoYvhKkjsyn/k5bQV4wAJrMVkLbYmtncwzQh+OPxZ6CVffvmO3rdmw3draJyoPe/9BxN0//FiANgwuGSkyTtxfstzhAtJhlG6lFlaG9HpsqsYBnYxKTQ97OQAhW8aYwfLl3+ly1GERh5KK1EXAvFg6+Z0b6iUYGykDHjyywrwwIDc4FTwPFl5fygRImACM6fr8zQzSVWvXIHW/033SwUDQhUjly7psdK/wkBg1apRcIGTaPPkAixRJB7nItVurDtQfWCGGZRFKkFaoNlYhdLLQKJxYh6oUBQFtzEEZe6YYkjiEtVkL5VpvSgpKPYHl4Z/ZWkVoWAs4zuzOErTx+wLzLM5JN2O4SwW0GzVySkutBRSm8mVMgJRg/2DOVAQlyMhsST5bJa9h7XlWZRweDQuwBjNZdiDqlGVvzFC+VRBxHB6yjMhwqkyBW0vJKvN+w1Xw0YEaPzdUZWAo9TwVPBawDmjNFXLJSMurXCdnH+ofl4W6pprcLnF4puz7tUoTsTZweERKSTb2b7aHYTB80xgSowZwkvfRqINpSPeo1pzuaFqQfGYwrQn4hkMuvv21f7H1a5fZrKkT0L5pjR1CvbAuMEkH0AZKn0MLqzEjh9s73/EGBddee/1P0f0A2aMHAcxQa4wMBQPnhyHjtAM10AjauG9Zp23r5m1gvJDBvWenvej8U2zf7q3QJ7ttFAryMpZuLRrB//zWO/xeKFIpNhVuKOobZv0egJF31uknA7S9FCEZZKwYoI+sWeiKletWKW5mzKjRCplgcsCUKZPsP358jV147nnWtXGLrPsDcLlu2rIJ6zsYteTGwWXZbjNnzbEeuFSvet2bkCVq9vH/8yk76wVnq9E7E6Be9YrLkdCwErXZOlD2YzKsbCj0/YMR6wYWESB07949AGhdtq0LoRhIXlizeh2YOwA6jGfFyqX2ohe9yFYu34j5G4Tab1u9MHERq0j92YskhvaOkdJ3XCPqrzUoCjwGbbUuvuLVNvf4062H7CgL8YZuHFhP+atZoT/BfqVr5A7l4enu0dRTNJodoIWhJz0dOjEcljy0srSEYtpECPg+y32RY1Ix0ZIwyGDn4prZcSa/4/KsVIjaGG4UsVWAOz8Wh3t1v/hHCZyq99yCqfZFun59V/s+y/gpgYb4oj8XD9yGrqYx7eFx0qdZIqu8XwnS+jFteoZ6ziqAyXVrAb+8Yiuwy/f9t7eVIlhiZwFfrxrc5JrrNwkVPitZU1aDiGOlBGKl3nBg1F83NXW7DmGCd5ILApE883kuUCPm33zf76/zmu9A9lK3+7wVMiS9nM9dOy4l1wGq5UYd4CfV6UBjr9aHuEHuVtYkpI5EuBAEX5hF5BQSffCboG0IioZr/kJuud6K3Q3QNpQYhjgFoSRD2/rQMWUmvHBtthVt7dZtBuOO2Ns2GFw0ANoeeGi5JyIA7eQh6IsTTEmAsppxaw0014ZqADc9aOUGy6at0VEhDo8EbcOiLhiFnPE5PBy8BAg7LdTB0xmInwKRkypAiYfz1HQvucDPsDUOs8dSCbSjACXBFpd8IjLM+MxU4huQfUUgRiSccVostMsDglYsywvoerD++Rp/mIjAtjzqRxr+tXrp/WAvN16rlRFuqNhYWYS1DBBN0MbFz40uC5Wglhs8Mvx8nRw0ZQZgybC1bpjWTSjB5Rpz84nGb2Vg8rsJ2krAxX9nvTNRvPiPc8n5TXfZIPC4uZFLwa82aygwIuwmaMux5Ri0xpFUkkC2BHL8PN0SA4G2Uuk5eKmzZ4XTuOlCEQscFRa2xqUGx0xkcTbX/+1rz7nLQO0EbVV8m0BoMFpKhS+Z4hLYtyqNJmjTs4kp9cOi6jISirBW5LVirA5WfJfjcVVWu8C1fsFisTBrznf+TtCWjKrf28dRdaYgQOa4WFuN7Aq+LPYGQf47Eff1+U/9lb32VS+x/Wj+fsddi2xHDxQbCseysTLL+wznvDMzamQbWj+9XNbnf/3s5wATHZClNmRO7lVoQFfPTsSk9XkbLAJxvHYIli0Lt17x0gttTDsyQhG3xnZJ7CO6G6V4rr3hRgTqGxgvgOghqLsINp0BwyqorVNyv80CELv0xRchq7JPoK19MO6LcXWgXMiOLhT1RXJBRwdi1WCsbd262XYDIK5CgP9YZJLOQ4KADTpgjz72sNpocW8ySWAC6q+94qo32rMAU088uRhFcf/bVq1ci1ZYf2Cnnni87di2wZ544iF1EZmIRKfdyDw9CJDK7x5AR4fhLDYMt+hOsJO7Ecs3avQEZN+OtzVr1sB47kUG7FY75YRTAYI3AqQ+iwSuA2LWNm/dDhCLckSY+zbM8S5crx3PlC5QAuu9YPvY7P617/yAskoPkGnG85aJLqkrS92VTIPmPmRQ7xegjYCacytWRQZkGHWyZOsYnhoIOWhjaIYDuHA10r0VWfSVviFXGslYLrcOBtN9XsUHxdi03wNwyPVYxWY2D+dwzooxqfdmHuYlaCv1uXpF5zyke5bPkJMWJYiSOeQ7rs/rfUwambuScZzandJL3rYti6zKM0IwoFgtZr/7b7mBI6aLvzPWeSBwlEOqgYu/0lzHAQPt48uJkfP6Hlbi54ZXLK/PunKeWmQo/4jf5VnSeKvlT9e//UFVjl/nipje2jOQ+jrXo2rf2ACt6al5PtD2nOPDo9NIJLHFGHgZziHPDLsi407DYQiMP+oW5+XwJYVhsSA/4nW5/DxTYOTJM0gzbF8P4mzH2gSURiKJ9MzKNXZgUAeyXYejVRaucM/vnlGdtpycTEAg7kjwVbEUYhLqAGXvXcmb9mfbtKlpcWVlXw5ZSt8PVw6G7xO0UWmqujABAAPw8SBiTPBvviYdEbFGpY+fr5MpcraO6SWeYDACLNjkiZOg3NYqxZ/3Y+yYZ6g6bc9uB7Ty9sGq34g4EJb04Hh4INMdmkCtC42b8+BX4D0mNoWJY0mRyqyaZDxSMPvTwzVoyw3UohQCeQugBYMlIQ3Gxee0rsGmg1zgzsFbCnSOud48rZuLSqAaa1GqhU80kCs0FWvKR4IF0cNqY+TBwuwM4W7vIRLCDLJ13VRnIedYs8tEVQ8nQHcml/C+WYLC5yRc5/Gs7Ivq1/XYR2UkE3yFcVArroGBdILhnLcs8Jxgls+SHTV4H2X7YK51gNANH0yp2LVgm2ncuZHjDGL17AHeBhpTrRz60/GlkgpCsL6mnr0GiClT+ZugzcGq/6aceuyjr0funboXcM5vgjRXf9kaJuvkOdPm7VuouA+2IbQAf4wa0Wk/uuZ79thDd9hxaHR83DFHYj/Nsi/849eRKQm2EoBlBIAF9RUB9JrVz1j3ri32vve/1Y49diHaPf2jbdywE65U2qSQUSpETCEIHGtHvbSDDIUYvA+N2I8FgFlgWzeutTEAV1MmTUesWa/d8svbbNOOLutVmBUsXdQoY4KjB9zTHc5WS/tt2vixtvCYo2wLiu3KTb7vkK1ftxHxXwiDACvGWLS3vvWt0m0zENfK0m28901oX7Ufbt6XvewyW7lqmXWh1hp1zh40vB+J7gaHUMx38dKVdvQxC+2d7/oDmzh5ioDzvb/5lS1BE/uLLnkxGsyPtV/d/mux91TWLD108NBeKj3EhB1Ac/sN9oIzXwgFjfdQm42H9wE0ht/Xs92WLXnM3vjGN9sDDz5l6zdtRxzgOMWzMcGJiRP7GFsIncsq6pRdegl2w+VKxm03UmYXnHy2nXbOxTYIfVFp92dM50AHrgtZGBhxClYGWAHaVL4pQRvFAbKV4QGKIaTnJuRUckmtIJdAZjzT0CUrxjqKbiSVB7viOCMZIRk87QmGPoj8qjPgeQ3Fw8X9KrdZ4f73veb3qOBWMT6/t2v22gByY7wGbA1XcWzg6jkrw93b/5XnVoIeAgcVf8fvBGUJ2rQ7OPd8k+er3JDhxtSWc7Ap3EJSv7qfD6Tl7wablGsoN3Uzxrjx3fQuVPNB/VowbYmpKrmI7+f9m+d1TFM9viJLvbxG83MlKK0+p/mpvRD+3FHmK+ajTgDJK4anIsBmehDz3f/tb55/in+H1LH8Vl/vXjHjBG17keBIWRwMA18GI//imNXjneEeYPexB/q4l+AZ1FXIzkG/DIaCPOl4JEJifXsRv/rEkhXWNmwUxGGEtd394NKW4ro8lF2p+2GjLKAAdXKXFgBP/EaDacsDP92NBG2qIxWZHwRtKvfB+DE8QDv7Ncq9me4VugVpXUW193ALlod1i1Dic7RcmRnKA4jlPNifj5uZLgnGoHlsmx9WtNAY+zEB/QI7x44Ww8ax0JqlEh0DhSrmDZ+la0SbPpSIg4H6cFZcWyqHSlhdu5WbpsUyCGWQR3MqhRTEFuUWbIrACq6ZbrL8TH7HwbDft7xXqWTKQ9nd3fXBnfX1ElRXgCyAUV6Xv9PSzXVWaYf4EWgK0Cb3h5BMDVr8Y60lWzIQN2PO6meIbM1YNz6LP7/PbT5ngrZ8PmYk+3P43Zrz2aLgOV+FX5jvJWjLzUy2lnFNlCFei6CecpLXqWM6W++VjFsdcxPgqXBjloqolpf+oK1c1zReyucqQVtTuTVBG/dvCdq4RA6gazdGgmPNR6DEErSlQcG9zPXmOoN3U3zRZrgPv/YvX7aTTzra7vjtbSpU/Za3vA2/RyJB4HrVHhsEV+nmLShmDbDRB4WE/GzsuV67/KWX2DFHH2Pf//cfIkFhE1yMuC6VL9lY/Ju6CXy4TZvUARbvYhXq7UU2JuuUoZ6FPfz4U8jEfNJ29sBdR4OWexPf82QPggLGckJZIgHhWYAjSSbrwmWdpzj80k3FWmpXoEZaO5ITJk9EIV2w8lOR/XrHb25Xn9NXvfwKMX4rV60AC9aFZISjMN6hSICYYFdd9VrbB13DgrrMOl29YonNmzPfJk09Ao8zHHXV1ks/UXcx+WHVupUoBLwNzzlYIHcj3J90vbB2HWNm2Bpq754dduS8GXbLLT+zk089G7qtx3rwHGrThTnqATv3LPQZvQIsYEx9SHnlGu7CvD+LeW9DaZI3vev9tucQgqORzFG68eqdXPyrAG0toCWMcgLvZNrygE4jgWEqNLwzUSCZ53SPVrqAAeXsioGzQDqD7Fi64bTXI+tUcuqLVQG7iMeogEgVg53GjAO4mof2Q7sEha1B8O5Go2zoOwKHDpLSbZjj0TiYQJEER1PfULy4NwK0lUCmMoKDBGk5L2L6c777A+rC5dhPv9Z6T9q2WcYtrl0Bn4KlKuekP4CqQWzrWdXK8Dd1bkpS83p5ryI6cEDx4/cqTFGA8+r78rCV555fJjFLXr/6fIQJVaFGDeN+wEEU6+EiUbh7CbII2uS18cQ0N2hBNgC4SUey6DRxExk2GhW0QA/1ISN9rE2F12852u11Q0+Rod+NJKdOJEIdZC1K1Gk7BrG/w4YPsp0sIo4C30Pbx1nbnQ887e7RGEcyBjWj1j8mJsFbslYZu6OBxSTUAMOZiayoXx+uPH2RwZUxQHp4Z1IIBEo3KSeKez8D3HNRNJeYEB5CPByoBOfMmV0lCbBMRxU3hzFQmbELAj+/Zs0quTZGIg6Gi0AF58VwPaCRblFa3GTgeF+6atyVEJ0ZKiaydodyHsuek+U4k1niIpbAoRTIVHrla7xnCc7yOtqQoV7ymK8F0wvH6jPxZrW+hdWVLr0EbZ79GUkoAZJKUKl5CkYpx0il4EU6vW0XXS55XwFzujySgdI1W9suZZ0iyo1fs5UtzDlsOTB8W4bi9c/zeZVtS7cPGYuC6S1BbgKO3JwZI5absVkZft68ebZkyRJlxrHpubvY6zI3JUPo8x9xbwEAck0ytqxSwBHvVsd+5og7fNNNAAAgAElEQVTqkfFfpbJpAs7y/QG8CLpQgrYqRrVYP5/TumSKz0GdSc77pTs2QVsypzmPZIA57zx0+fPlL/0jmq5PQn2x29D1YILPFxTUm1/3Kps/b4597+rv26L7HgCAQPN0sFO8jowkAL4DcAtcfvmFdsnFF9i3v/Mde3zxMrkPWT5Eyg5s1PRJI+zdb3+j7di0FjXatttUdC3YhSzOZ5atsqeWLrPNcKvuguLDRZktIuOTLJQSjsQo89+H7OzTThCAI9hhu6gHHnnKtiB+ZASSHg4SxcU8vPgll6lBPME8158VyycgK3XdiuX24x98z1541hloAL8JzBpYu+1bJJdjx01Am65JdtrpZ9ojjz5um9DL+OjjjgXrNRquXPQ6nTrdNqzdDEsb9zrUY/c8sEhs2Kgx4wCCWVgThYUBcvfDJb9r5zYYlyMVg3smQOTtt98udmTxk4+BjTsTSh49WpHAsXnLDh0WdBFznL0Ac8l+cc06cG84FWw3EiI6p862V77p3dathLc4jJviF39ntmQytZUM5v4iC0q9ES7M8kDzMlGxJ5So5GdJJiJklwGeuoMJ2qItIOO0ooRWBbC0D5ipWRmSbiw06yrmXk/3V7lHJN9ksArQlo9dAyOPnxaD1/jtMM7hXAVcFHvVOMhj3yp8uyj2WgHL4tBPPdofmPn9+4+Pty8AVJF13nzWlu8OUItPny8zcoOdKg0/1wnkZAdOZMgYrfxcjqF5jfL9Fhkp6rQdRgQLHVgTIiXobDn3wiOXckAyaKC5Pdy96teL2Di8OLAp7QCN4VmsEM4zguwZdR7jSvexNiwZNDUgYMwaS3lgPkEwTQFYmzAW8fWM78fF739iBVwJaDkHHMNknqE4J4dCP40dhZJEM6bgOsgQhyfh8cefsbY77luC5+eiOK2dByzdO/TV+o/H5OSG5We8VAUPL0q2H1QlaEvroqqtwgcXgnD6Mn28nmmXvnzqI/f/K14mrC0KqR/IdG141kpFa4oidWUwEYdE1qhavnx51VqK4/b2PG1KMuASEOBt3rIRddtmyNJV79BwexHs7UUF8hEjO/T0CWacKnawQApUVkDMUApJE7SVAsXPOyBtFYEU8BK05WuumGpkX7Jtfqg6C1cJabBQ5WGf77VWPQ/LMcBDVrZXVhctXtxS5WeZBJKxFKEgWFtOxVfD9SZFis95JwsKb83e8OBIZcypyoD+VJxkYrXRaZCLtWztupDPnuVM8vlTjlwmvahvxrRxHIybyuDgKs4hLLUS+CqQNF7Xekov0w1BeT+o7hhcg81gQXh9ypd+I1tIGzZKctTzH0aOroP/RXquZ5f6S3peukopR4wV0lLQBV6/n2qiBqu1Bm9ViJlKHsx4yEruR3fb14keBN1NWZHVmdliMZ/JOPr2xyi5J+lGDGMgYyezWXgHGr3fe/ciW7b8abvv/getGzFXg1DeYy+ofvafHInit1NQ2Po973o36o49aF/8py9ZB0BKH5glD0qHcj3EXsRoJYfsynf/wdsQ3rAePUSvt91o+TRz5mRliU6fPNLGj0ISAgAf6dQ+rPWTS5bBzboetcm2GELn0A4GIQxVLB8UpubV9Q51GsMxxrRDucKVQYXaA18qWbkDePYRLFeCf/cixkyhHbj+ZZddZi+94qUy4jqRdMCDeOXiJ/HZofazm25UCZPZc2ehM8p6mzVzhhj6jo4xAFO77QjUWZuNciDtkXE6Gsp8JMqGkAF86qknUF/uKdRZ22Cz5h6F5CYw/0i06NmzT/G0w6l/EffH8h6jUQ7lwd89CnfrdI15y4bV8i5MAyun+m2YI+osyRW0IxJOqzhQWvrs/9qDum2DhiEJ69nhtuCUs+3ks85TGQF+owIewRxp2TEfWWQ996eHornOpTBX+gmvKX6riHkScAr3m2Re+7tmrCjj8qAQ3HAMpYFXeSR8w2ToVO7V3MNN0FPpvbhfqOeKnddzFWDIEx34go+tdDUOCO4qVewAzvWTs3Olns7nTR3BrMIyNq8JJMq/dZ30dBW6X/MX4Km6VzChFYgM4JXrV133MC7SBG3lPOV3y9/SAXHtFtAVRio/m+eXanESzPJkClDbvGbOGwF7LRelkVoDtBxbrketEyF/MgwK5itAeeKPoZD35wJtAz2T368VtElWCz1Zf8LPCeoEFf1GFigLgx93DLPDVyMODa5SdVbCFdiFBPvzIEoQnXriQrk+mXC5YfMOW7O124aiZux+AL8hMCoZ13bk7Bm2eulSm3XENBs5doTvNZbH/vU9T+uJ05Jy0MbJ8AOUPveMWdPER8wQD24FxOvZ/PDKYPHcUOVhmMxIbnI+BFP/eYj7gezK0l/3IGeNS6DFFJMxDjXWGBi8Bi1xvNEw/L1gx0bgwODnxsHCHR6uq9WrV1eJAw4mPVh+yuSJcknwNabEZyBn3Wg2qVVmnjkQ5XMk05AbPunXINE5MRVw1YFZpaL7xvbSe76xBTziQsqSaRG6FFH/nYdvDezqApWa32DEBvqsQEiMPwFCvbl8nX2jOfh0F6srLjGmtArInAlsUB5iPPI0eSCvXM7cnlnHCNcgIJeLMqwePbM+U7vhMq5DMsNbBFVUgbJQ4A6UWzNLW5RpdSh41pFkh+AiLHJenyUXFC8j97jLVwJdPgeNAcqfDBDI49TJkxRzsAXtkAg458870p58egn2AUtGkAKH3Kd1DQtI44lnUBYYnzfmyg+BmDcyCgGgsp1W1cA4QVtl07n8D6SMW14Pq0HbgeBHK8hCcb6+lVzwQA2QqM+kAtZBhf+iZAfMQNyTCQZhWCg9nfuHrBCRAMAOwTlS0xW7yMMO+7h72ya7+67fqJTOw489bfsHjUQygCcuMBt9y/o1cA/02VFw773yFS9DK6nNyMi8Ae49MNwAeB4rCIUFTUbwNhbA7DVXvhQBudPswXvuQumMM60PhXd37ICrGs/WBXaN2ZdPoMH7ijXr0X2gG5YtZI8zgHVSnB2bwWM+ZYwSNMdeEZDQocKYJq+vx6xH/hAn8cyhyHjEKgxUALl3vONtdsJxR6vMSB8sXs7yC049TU3gP/GJT9ixxy20E088FjKDbFOw+Zs2bIZbA+AMWWNXvfYNiLFzS1nHO2RsHxI07rzjN9JBxx1/oo2fNNMWP7Mcbvh2/AeDGPNPd2gPyo3QcmdixmDEtBzEdbh2B3AwALLaNrhZZ8ycbpMnTbPFS1ZiTdi/EO5GFODdG6WQDkLveUjIZCQ4PIsMV7ORqAt3+VWvt2dHjLGDAKe+3+GoRvD0EOhTFeFmADzXPw0L/Na+kbxnJhxjetzYyFinphHST4aDxioP9foerfqv9DrkO7W+9MKjZRvG8mCX7Bd7SNotjO68xuH2V/97+SsVAEgUWYDS3Jc5hn46Lb5fPtNzAQpdrwCYrTMTfx0m+zE/m+dGeZ9SpzbnoeUZixuW81h+JvVE4gLuKteNzuLLk0K2W8ag6zN5sxJcxtnna+PA3X8CNAUhU0WVJEgdYDIGOkcpHyU2KT/TytSWYTs896ObkOTaa79qPejzlz5MA7sgYEhi4POjUfRx7owxMAoP2FPY00OQvNSDBKl2kkCMZ4MhdsqxC+QGW75mq23vhmE7FJ1hCKagf9uQ0X70/OkwCgcjeQmADqFbU2ZOcwKBe+2/71os96iDtPpgzqw4HjJ6X9nTuGjQ4jroabmG5U7rtQnaUoh9kcsEBqfN/YDmgVm/z0OVQfUJ+FLoeEAwvqgdE8L7rlixTKzHzGluea5fv1GKasb0I/RdgjyW7GDGJ+/DWB5OPN0Ms46YoQXggbIZwbzJLiaocJmpLQsfZ2QNxQGcYKoCbRSuSMhw0MaLOIUvAPMcoK2cp6YsJjh0QEvByuDdAIAUpGCKEtyU1kPS8y0brQCJxCn5/QRt/vit2iKvnVmHOU4yVZqfCpS5xZWMYsYykrFw6yeASJTKGFT0mM1x6zljnvM+h7OInBGrwQ1HovvHPPHflBNmy0kO2G+SrG0kGDDrkBlrqtnHwxuZcIOxePNnz5Q8s4XZSFTm7wb7sRcxQ6xJpnIJXE/uXygRAlAxaWGt10oHDxtsZA3cog8qD0LtiwHcK8H0NUn5ARV8aLPMgsrsslwvP0ASsEU2K7FXusWgYTV/ZFRD0ZJWc1gLwJzZ0VBUQ3C4M7h2MPYZux4wlom3HzEMgfZ33m6/vOUm+5uP/7XdePMtdt1Pb7Xho8YiOL7NVqG7AJ+WboHhyLp8Fi7BP/vQH+HhB9vf/t0/QWHB7UjQyxY1rP2F+3cwx6Ov216PMhkL52NPQ9GtQbN4tqI6Gu2lVoJZ24L2TQ88+hSC9ZlpSpBGAC5Twl1wEvpQqmLb3Pgg3HAzzgErA+LbULdNfIuUtHgXmqJ+CfxrCK7z3ve82+ajrhtL/5zzwvMlT0xCGI75eNOb34ASIlcglu94gc8+GJNs8D4ayQmLn15mV776KjzfUOijYUjEGGbX/eSHArinnHKaSp1wnliPjWEZe5H2P2fWZCRkrFWG2QEkF0yYOBNxbts1Zxu30LXKwqIsIo5kA7B3XejRugvttQ6hNAA/PwgGNUGbakpinXbA9Uu2bRgSRfqYyQZgNnbaLHvRK95gfYyDQ503PvcQgMbMKmUnAkYrpquwTO4ZxAQgyk2YCaUOey4jtNRvzweYSp1V6ZumgUsyUm3cWhOW0mBtYh4BzIKNaurb59M31ecPA9qa1yuJi6Z+Pty9W+bo/wfQVs778xEG1WcPM9hohKb5PwRAwqQTrVvoZBXa5tmlEhdOCggLcG+Fh64Cjni3CdrSOzQQaGsx3ovxlc+U85+ylGd9ymudreuJLe5x8MRI/mShkHxOgjYBJxi5Ypp57jG5SdUvWNpjOLwwh+z4uRPxuQPQTftsybLldiRqJbajQPfji5fD/dljJxw9F0lbI1HOoxvJUHu8NzDmaT/03GAAtwXY/6NHArvgvFmPvsfbd7EG4wibjQSptlt/+0T0Hs1AaQdnGWAtxY2LVbFMQQn7xGDQAebS2hHNLRBRx8q4sEZAaACMjEWQCy4AoxgKWrjBkhAIcEMyCDwzFGfPmhluMO8lmtmpVKQsfjsWSnIsimOyoTZZOCp5Jid4ijoOa1itk8HYMe6DPwR7rFic4Cop3gRlCQjKSvA5XgmAhNMPhup1j3n2RU/QVjBq/nz+fgtVPwDj1hSy5iZrKoVyHC50NcPXCnziAB8o5iJZpHimvKbY1UxpJ9jgeLHxct34uQRvDMR0MOduy0xQCAJVTJAY1oiBy7nLvXc4C7O5IRPUN+clOxxkynq+z/GUa+wuca90P3Zcp3XgAN4EtmTXzi7V6ps8dYoAaC/KM6xftwETis2JtD7KneINI/OW446OP/4IZcZcgCaONeviDXxwJMCo4yQHOthavhv3SSabbsDq/RhbVXokZTLkQmdXjp/7EtLCY5r3JMPisuVGlAoJ8+PR+YLKi2VQ2IZo186t6AJwrT356KN2BOqyvfFNr7NlK5fZNT+8DjXT9glQHcJ9WL8N6ZFQWr1oFzUMIOdlNhVlMq7+3r/buk3bpPioy0cgXGEMYk2BbezVL7kEoG2mrVm+BIkLO+G6b1cbpy1bd9hv7roHvU37EKSL/qOSPZf4eEwZg1rr8uCrmInW/OIhsGrZmo5JAirAKz2Gz9AQwzNeefmL7cKLzrfVq9aiMfvpWPshKH6LGo+48wjMzWOPPmz333sPPn/IzjjjDM3bFtSTYzYz546g+Oyzz1aT+Acf+h0U8WYkE5xiO6GM2ccYVW8V88b93gfXyJKljymBYQjkcgK6PGzd0gVlMUTJBoPBRg5GBm0vat0tXDAflvg6W45CwBMmTRFIW7Z8NYD1SMTvTgLD5olYPXvpvXAX/a7d3QCTY1GvbbBd9pp3WPuYyTYYrtlelAzJ9ktDCdzlqvHeigWfoFkGL+oMs4Btf2/BQGCglNvnAwupB5q/m9+jcVlmZ9YeEDfk8p61nvAr1mdO88kS1NV6sxzDQPt2oD2aerl5nvxP5qD8TIYjHG4+Mqyh+X7zPgPd93CGcM5Py3PHH/30bPTqDms8MiN93+j6ebarOjKZpIxdDj1D1kB7N8JDCPDwd+KDqj5s3D+LBh92PhpvCDCSNInQp6Z81J60lAPXnxnWJe9LjNB/JwPooI1vs+0lPTLYdDC+YODRWzNmkM2eOlYGn2J+Wa4DemUXQhSWLFlsC2H8dZJ5w9dWbdhi23Zh70G3iRhDAsKhni64WBfYKIRxsPXeI08uhS7osD1wv7b9/PbHpOMSpNAfnaDNX3Phr0o9FBvUFz2AG5Q5A/Kynls+aG6cgZg2CXZx6JWgLQOek8pNIMgK27Nnz9ZB64kJbbZ582Z3W+EQ7UEBTyqr4Sh2yaw/TXOwZvvAvo0fDxcr2kPwh3Eju2ChJkOo+xfuOAdcCT7yKPAny/lKi4LzkIpAh3PhmuJ1ywSEPAxTWJsCWG6M8poDKbrnUo4aYwHaWpVLKrRaOWVcS85DzkXOIeeJsVwtLFzS1ZGOIwUfzKR3dfAiwersoNpsETsScYk5vpzTnItmbMlAYLWUsbIdiTZqAE+2vSJ4z2dQOy8exlxOxhdgQ3WOGY2g0E7bgCKk3GRz5s1V8gEZBzKkZHjnzJljjz/2hLKChiPuaB+DhoJFq440xgdqf9Cl5PdICJHuJ44je9FpbemOaxUtfKIGb8pu5RwTjPGDxW/NWfFdXY8xSrJgqSTjOnQ5imFwhptslkq+6MZhXIlbozUMdwbuycQAjRXrnZmhPlZcXzF9DLDtA0Ozx7519dW2Zv06Pfd+xGu0ow3Te/7wXWB69tmnP/PPiKViOIC70XuQBcXsTZWF3b8XWZYvR6D/xfaja29Eu5ZNcAE6GGZW5gtOPgH13MAA9e6yTevX2onHH2uTwKx/9ZvfQlYmQhuQS7qtC5mVwZgdIruKZ1AZE8paPH99LJPSz3mhVe3zRx3H2Jde1tgAW+c/XHnNiF100bkojHul3fSzG9G26nH7yIc/ioK70/SpThTrHouyQvtQkqMb9d2+8pWvSC6uuOJKsf3UQWMhX8+CfaO+mTx5KvNs7dgTT7ZOdC6gC5WhHDs2b0dSVIdt3bRRHRg2b9mgzNFxAGxsIr1t665wIcPw3I++q8MOIuFjIrJSVytxgUWE6WodjmLEk5Hh2o1SRZwL79OKhIY9qOnWMQrArMez6THH7aMmWPvYGfail11lu1HkdwiA2z7Fi+A/tqfDQaS6fAJtXnpFTKhLRshefyqoBEtNXVbt7wEM1HzvfwJsap1Zh4Bk2aE8mMtx1Pf1f9X36Lf54qPPR3HVIxjoX0k85L2eT48f7mr/X92jA113oHl57qdp2D3V2kWMq8INVKBHxqobSpFVTrCk89c7FFAjZj9philQp+i8Ec0dgEmwIqQsgHeuRnO1/jfGQa5JrkXigjzvfK2cYcvzJKJ28EoN6vS5NP7wvDTESAaJhYMeoV7r27XJTj1mjoFcU8Hd/QBeexC+8cxaxEaTbYRn55ij5mGPgaUDWHvoCYSPoH6iYtpolGGftg8+aAuPnKvz4omn0QuZDDo8h203/8pBW7ry2DsvSwLw1eylVQld+PAFCCKhxJkmAjwych4vJsQY9KdATGHuphWSYCYBmk+WuyHTQvE4JC/rQSatE+wH+xBSMVMh7UCqPVk2Np7n9/YiboS/h+HhvMYWWDZMOA/ucZ2dAm1kjDjJrOPmvURdWBKklGg8F7opHNV8NA5NBT2HdVFuhHwuEkvlM1apDOnGiS+VAGug6+W1mxuw+T0HEZzT1qzMjKvQiVXMu6+JZ/HmOFPx0OrwhI6og4TPiWnFM1WVMxTr5jFujEukO5Fg7QCseI0tgE66x8usSrdwsnilb9PKEqIl1lD0vtl5XQKPsIBi0wmuFhbTfgSd8/PqaMEG1XDzDQJ1z6rbbIo9AxXqNwJ4dOIA9kMO8UfI/FHcExTPlEmT5brqxfeYmTccmT51PzlfDYGlcCsyvZuAYHCM2UGiu+a4uQ+Fe4UdcqufEoHFnszsO2fSdJHqt/ZnAco1X5oHAnIesrGXmIrOzyX44xgZlyF6X3atSmv4oUz2mOAtwDx+UZGQ/TqE3zTMngUjNYQZuoh/uvrb30WZjUeRgTkKViCKryEeazOAB/yodu7Zp9nb3nIVPvPv9ttFj2CtHCy0DTqIsh0TAHbaEZTbZccsPNJe+tKX2ZJnltovbvu1lOB5Z58pdm3uEdNtPdyiRx55JILup9gNN9xgF77oEvvSv37VVq9FmyqMzzOeAS7Lul+VRLi69cehTuIfwb5xffh9+QWhJ4Rh+QcUMdyPh/Cc7/n9N0vffO1b31M7LIgC6rsdbX/3d3+HBu9wX4D52tMNHYSG7ZSTBQsW2NJlz9jnPvd5+8AH3m+7wXR17yAgG2ETx423JUiQuuCiS23G3HkY+1BbunyFkqIYBzQSVvXjDz0M9nCHzUACw2h8nvtmI8qoqGg11qsXcX2jx2CsUOyrob9YPJgtvdj6UHobrOCqlUsw9yfje5shq2DZsCyjYJTshP4cjMLg1H2dcPlvg3uZRTvPuvAlNvuY02wvD6IA42JF2bWEbi0ylv1Am0tt6pdaiFv/9fwA4XCgKfZUsedLMFfeJe/hOtwNMZ05oacG0t3ar7r2wPd/PuCY74uVHUCH5vVLT0nqtxz7889NqydmwDnOBKLDuHwHAjXldbJywOHWr9/rRQxfjl8dlFIXSe+5p03FfyvQVnvbqn6rsVbi2XSBiCPTfDZBc5oKPqI8b/L55LIcYA5aZcNDZPhTnd9hCPt6OaiMO/ivSCTLhJpKRSf4IfCEPlGncxiaKDGNkR+wyZ0jbO60iTI66TImy3bvI4ttUAdCs9DZYBDidhm7exSawm/evBXJCHtt6IhRCnvY37cH27vXjl0wW/2QGVDzxJJ1YuJYu6DtptseqaSWhzJ7LA6JejmZkJAu0gQ2nAgZ6XggFQdko9/YXBRSlgtJQU7w1ixi53FezhyUoC2FPQ/vvCfXkcBr1EgU0pwyRfOZoIzWLGMyPJjZXUuJi+ny8OwNL8LKOksUpLVr18hFmjoh75eALcdfWkxNAS6ZrBSEBG2lYJTfI2hzJopxX96iS8/8PKnbh7PUngu0SeYq92cdC1eCQMa+JEhOwObjdeHlXOUP54TFkDOTk3tEsV1cwWSdyMRgUgnYFPMTPWazFAjjlnidbGDPgyFd66nUfH5cqVavHQa00b3u8pmlUcI9GIyejD4CEpxq2es2rTu+PnnaZFu2bKmdgGKo+8GMKHMYPYgmwm23C8wIGQsC28mo/ceaf4xhYssxMlK0IMn8urJwel9FgSl9eC4CN7lDCwE4JJTrHI7PMhm5houmAG8lCM/LlMppcCMQ2UfiP9lPleixqdCk5Ggdx4GD+HX9qN6QruEWGaCZu4ERZ6G6W3BtjkJc6dolz9hNN/yn9t0OzNE+xpNhXlYg41PdQ/DUQ9Bt4Nijptvvv/PtdvPNv7L7f/c43HII0KWLFHcAKaS6aywEOxqugpe8+FLN72OPPGSnnXyiFNi99ywC2BlnM8GuX3fddQAa2+1Vr3oNWKLR9j3Uc1u3qUt7nW5bJXWwpEzsJZYJ4fonaKtYixL8Yx485tHdoQR0bD5DXf2WN6DtE8oCffUb30DcCYrbUtS41pi8IxAX+/73vdfmzZypkh9bt2zH2Pvs9DPPVob64sWL7Rtf+1d73VXo99m3F3Xctklv9bJxPVwl55x/obJnmdG5es1KKfHHHn3EuvC5M856oa1csxnZaCxHRENpqIDdVrjtx4wegb2137YCCI6Ci3MfMl+H4hDgnLNEyAGsz9BBfdYx9BDcuC+wm2+9GzhstGL9DtFzAFBGBpCljtiVZih14PBO+723v8/2gv9k+QHqpQ6Cu709LPeeZkglr4U4tzD55ev574GASetrzw3aBrpm87XW65WGnye4NA3Z0jjMc74EN4c7/AfafyVoG+isyOzycj7K8R8OiOZnSvfogJ99nkSEgUBbXkfz1p/mb5nefoC3IB34QXlduJ8i9pUMvc+Du89VGzhBrbYPo2ldIxLcqSwU9Q2JDpV8wT5mvHMaCRUQSzBV67eixOYA3ornlpwKX6QbF/q8Bmz8buCIUN7/j7b3gLKrutL8j1Q5qEqlnHMWQiIIRBBKIILINpiMbcDZ7ba7Z3p5ulf/27N6Zk1HJwwmG0w0OYoksgAJhLKEkFAWyqGyKkn/77fPOe/dunolyZ7px2KV6tV7N5x7zj7f/va39/b2MntMnBlePN8mrc2uajt3sLFawKvQstPZR8aMHObKdNgCRR6wMdXKAPp8Y606w1SIeTtoEoNOspGtIgJKxHqbrWpt0Nrr7EYO6aMb9XVgaxua3aq1W1xRlyrP0j37+hKNVxAqEyaQZc7TSQmDxTpeNsA24CF5gIdtb1LBmotvz+IUCLkkPQwebBRpZ8CRfcsfOR23N/AQkhFatdly3h4qhstkgFVjk6+pOWBebSwZsUkhBv5O9pX1OA1gBaYNI2UtpwATCunwk1ZUfvJGRsY/EQNiWU40cx22uYYJlDZEBoISSN+8vMC4RRAYFTQRIME+mRZDG0Gsyp02LvF6koA4qS7x581edxzb+L14vcnrjn8zkKHvRqOWqQwedrYI7KwZeGC/4tjErGGea4FN3myGZ6x7Fivnw0xZe7DgoVHM2ECbFrcBQr2fBYHZLNEIbOO5k8Vf49KxsI3YI5+1FhZ1ZmcOzFvw5izMr0+yQHBOKJCLNmqXshi5n0Ldy+CBg9ymTZs0h0pdtx69BUC2elBNmEjf41oILVktONA39aRsvoSQL0YqhNWsDE3IvON6s2wkbI8P39qzCNrPzLMyo5gFyh0Z9eT7Nt9YzIn5aU5BDHEmUGP78/ikiEwfRrsg31pIcVFvlByaSRIAACAASURBVFifhJEpIKnjqIyZspqc+/DdeW7n1k2i+Ee71+e979Zt3+92Vavtm8TwrDVqsx1WhqNoHTf5pHHupmu/pgzIve7+Bx9xZcryrqcVgF99vugkbV2k45g97Uw3ZpiKy6pLyQfz33NDVZCWsB/j9fGCT9QhoUjnOOhuuO4q9e/s4+64+x61rpIGRMV1fYKBmRQ7MuHS+EKtF18+LuCdBwAQLP4hElKIEMDW6fZvvnaOO/nkk91//Op3bvO2fR4GoudjuSlpoVDJFzdff407ccIE66oybOho98Mf/5U6Ovy7adqaFOJcsvhT9w9//3fuV//5b+7TTz/1iVODhpqwmO4LN958s6usojn8YffIQ/eZneqvv3fpUmnM2davdlpyBYkLVWLX9u7aaR0bVq9Z6wYMJGyCQyA7JpquTpmmZSV5rrFmj5rS628Kx3zw/sfu/PPOl/ZvoTRrVSI/21TX7aBFG/aqJVbfvr2t5VV+WaXrP+pEd/KZM1UORCVtwuZk652essZYZ3esbAKCZ/8y6zHFhEdwlPlAjn90QBB1eMwjDqGHmXSwcYi8rCV2ZokMfPvSEtH+JVs85QKYnO8I4JK46HaOZYrFSdrXo43B0f4W98ZjgbuOjpG8p+Q+krTpf9a1xYS8SNJEOwYBAZmT+Xu2PVmSFYu2Ko4rNRS9IfCZo1Zk3+xpsD+hpJJle4dz2c9ADhxrXNJzMPN5bDXgMkYD5T6ahCtMZ/8+oDO7j9geH1CLJVboOsiyLlLkQIFNN6B3V1eiPsl1Cn2u3yInjvqQspsVWpcjVMaoTTZ1205po5XpXihnCQwAqcLLdG8mGdJ+qT7Ko2UDSxRbra5plj54qyuRg0bbOiIgnZ5+9TOfParvMtmh6U27FMKkllHnaQ/z4JPAwIeufGkQXhZeZPzDsXxtKlLqQ82gsPknwUkStMX3o3CQG6mq6mqCcOLC0ProPxDbsrHw+8CBg/3g67ykxsbiuDEMifG2sg/WWsn3rIttkTyLlBBuh9kbH2ykUm1OpUAb7yUnTMZ7wJAmQJt9xsLF2XpgABZfsNdrvLLApL0uLgKneB3eOKXo3YShTC7E5Hfjv5PjHsOlmbh+hinL7vB8D0YsGSLm817blgiHdwDafOkWrz1EkG2LmiKagBb4EIB5pk5SFjDHkGhyXKLGoN09GGgD9xnSaRdLyAhJWWZ65rTBMedEH0M4Snuz3mLZtm3faQxakTZUmNf+fQYIBDQq2+6AZUpaVpBlRGXpedvsQycAwJkx5QnG2Lef8aDYV1L3oM2/skAil5eb3QP9eB0LtMVni7NF6QosmyV+hGxdLs7XVMtuWvadmAWeOAfX7QGjT0AwvZc50VozAriwbeUKk362cL5Go829/tpcUfgj3IgxY90b7y5wHyxYDEcVdIwCubCoOm+pxPlTThntZkkbVq0Q3fOvvKYen91ctbI+C5TqTm2jfDFNhfI6zz/ndFdZWujWrVunmmiVKjhb6T5RyPDjBQutjtneA7VWg6xEtTmmT5/uzjjnTPfyyy+7RZ/o3BraImVF+qxQtXKKLecERDGGAEljQCnvguhXFN+IEcOsM8rKZcvt6XAtV155ubzkIe6ue+5zWyUSJru1xTSMEgUzrvKSaf5+/uyZ7vHH/+SmTztXzNksFb5c5f7xH//JXXT+bHflpXOsXMdnixa4x594VGU/rjKwZHIBsc/dFfqs1/1PFsBbunyZMXGVXVVwU1q5OnnW1HOD5bWsZj0Pyp0cVILCLmWB0ow+X+HcIgmTuZeGRuQhzO8mZc/3dsUCtsuXqtSAWLXamn3uhBMnuIWLVig0KlZNC4bwP1nfxQrZAlrzVfB3R/VBd/UNt7qKXv01d2S55bTHvrxm6wLDEsNWlqphoDHFEsdpHn62tzntWTU/t4/OtKUBU+rwuq7A2gRnOyZCxbXjWxeGfSgRxoznTfflTB7f7FQAYun309cRnUyz/QFodLR+02v6aPfYEWjLtUflshVp0BbthVmiTJQgfTfZ35PHtGPpcbVjFNE4Zpwdogbxeba3X8n2gBlSBBsU2pOZ1hTgFn7ajhtYOruGxHOOUgfzn46B+nM9g6xd9tEuP4/l/JjezttobKHpogMviB3EoYulvFojsSN7WaqIwBjVkVQvPKtx2ipi4suvauRcNlglgsMKdw7r39NVlEvKoP1vzfqdxmh3EotNklvmHih/BnGmQW5prLESZgeqVdoHXbHYOovkACwff2nhYd8w3X+ZkIIxH4Eti0gw+ViT/QctGyTBrPlNJzAvbFaES+XJ+oXvQy1xwnj2zXdMyKOPo14UjOQzeJ2EE0pDk3auzdLhVd/IwnQho5TNiV6hvHgY6zdssuPRk4/fCSt4YJKlyZMsYCxJkV6Ux2uM4iYc21nFRRHJ3Mi0YRyiQYleoO8X6ifGEcYoPRmD5i0ePz7oI2RQmYmcBXfJYyfP5I/VfoFmjpvq1RcBVFzoHvgGhpEMOwOm0FmhTllg8gBr1ilBs9POp4nGscBBdswohE+weaZFYasK76XHxhu5EFbXNVDOg3nKWHINMK1FWhBW2DeGBrXgrD6fpl+tNEhkC3bWeQaJyVm+cpW8HM8AQs5wnKiHwZhYwDPh6fm57N0NL+4PGkAofbunyEzo95BoY50JMHgSpLPGYPYoDeHrqWUNfVZz4e8/GZ6Om098RgAsCy3T8Fz6u6h543sNKvfQIjYLAIMGz+olhYE0dhV5AnoTK/UBz9qiNYVz47timGHT58kiNRug/wvk0e3Ytt6tlIZt+Ohx7oknnlDYuMLAycWzZ7ulS5e7515+TV9SUV2J4zl+mcDe6FHDlaCgNkoS6F7zja+ZNu2e+x+yli2CawYM89oa3VmnnKjM7kq3a9sm1WlTs3Y5Z+g8fvf7e1ztQbFEaMoSLBBgdPYFZ7uZAoPLlnzm3njtTUt4KCqtFOA+bExcHRmn0odMUg/UAoE3igBzXWhemYvURIN1X79us1u1eo2a11/lhgiI3n733W6f9LLM3Tx0sdLjNUu/VqqY7sUXne/OPvMM97s77xDg+sI0X3ffdZ8lGfz93/+927JhvXqjTnannXqq5tghXUcv9y///m/u+uuv17NX2ZT6BhUJ7mnFNtHpbt+9R+DtLCUm9DJWsby8wn2lAr21ddWaJ8HZUQRhi7KXu3btoexmNG6dbXwKpW1rbRNbVtDmxk4Y47bvPOBWq6xA50Nlar+l3qbqIrFz+2Z3yZzz3GeffabHiNZXHrzYSkLCh+jSpzGh92GBWlxdddNtynDTORVybRaLgBzCG6lQyoFN1co3+DkScv1ybp5pwJC2sdFmJ4FEEsB0BELaHSfDrPt3U79mQBe6K3M4g52Kujdjy4PNiPsCazDpONp1BA1qZu8ywkLrPvRc5v34/ez67NjpiveQIieP2AeS95M8bvxgMsKTHjs+n7nPzL7Q/hRe0pFgURNsfbRzuexvBG5WSBcrAwDDAU/YcbteNFmB1bIxymA6/48Mc8V+wfPDQNu+5HXTmd6xnEWHs2PaNQayIwC7OJfsmAbyPNuanENpABo190YuqEdxvs6Zbxo2D9pg/LCCtp/A4JKAhchMryaTlshuK2FgrHosU6ajRWOwa2+d23NAvX61XHAaub8SHbOxZr8+N1TEAJUw2tS9Zb2xii3YeCQZiu50lpOFc835iDyYtOdwsc29tjyih753e6dHX/j4sBl+m8yEP3TxWqieIdNFh1g1NxwfsEk/dLJYxNQvOt/L0sIt3DcH55Zh79BBGXCKok0eskcLZkAFGqk2buBRGwP6DAwSWVBkqgHgyBCNPUQNG4TJwWH4HhmjXAdhKz5HkUheGzduDPR5Fq4kjUQsAJtZBHYvhAX8pMrlBR35ngdIALfswvVHNGBqG3Ngahi3sGHCQkGvpo+XcxElSqMkr7+j7MvIfmYmcbjBaEi5GnumxrTEu/fv+cmd9WDjX5OMWwQQdpw0aAuGwOZIYNpg7PyAhMUWsiJ9w/KQoWtaiLiYsyVikveQHRufzWaMqtkND3zYZO2+BD4YA+8QIK4/pCKkfZXBR6/K7tqgV5qR6Kp2Q5XaCDeKpbVQtQ5oBaWZS4GdJduvDdAfdWjMY2OVee7+2VtihW1kHoRH4ba/XlYfWikxQZrf9NuVc2bjbnpOAJHmcNw8OC/15JjHFlpG9B/E1dln5hluWDCAR3kJi96IpExoCNYLoFOvjGrKRUTA7EEzha0xPNIsWc0teXS8D4emMeC52OOCLQN4ql5YrUpQzP/gXTdLTc//8Rf/240df4L7dPFCDZqSfIrz3HVXX2Vg6K6775ewViVTlHXbRyVTPMNJuRgB+IO17szTTlFz+HEqfbHEffTJpzJkxe501Tcboa4C+/bsdPXKwuzZQ6EGhbBpT1Wp3qK/vON+MUuhNZUYsiKVwigU63dYfUu7VtKL9DILcb4y93VXqHBfdZ0SRjQHZHJNN3fTNZe7vlVd3HY95x5qIVOgY9VLs7VeesZuVT0EktRqatQEAaUm99u77nXN1OLTOSwrTEaiWP9u0lj+9Ec/MP3dgw8+6LZs32asFAJqDG0Pga5//T//R6VKlO25e6d78sk/uauvvVphSFU0Vz/BX/x//ySQ281Nm3qOa5VeEmKUe9+1d5/CJd0suSXWyqtTOY/62gMCXoBulU3RplJW2cN0aFjZWnVA2K/2WFVlBUoCyXdDhg5wCz9bLJBWJFa0Qt0R+Jx0htpUSks7uc9XLHDXXnWlwPQht0Itc5qaC8TYaS4qyaJW44CMoZOyok9SiHTUxMny7NVGi2QVMq3RNfIzhItibTbWnRXZ7YDt6MiudfT59PtJ0OfX2JGsnC/6nTVgHYGQKLNhgcbkthhGZSESCSFBrUX7RrRtyQgHx02zbhG0ZWxhZF8S19rRvSYsbvafOf5l0o+jjO/RQFtyzDo8xl8I2vz+S01FWHsfCvWSkGC/9b5pTQG3oTyMOYLR6QrMrXd8PbawNpYhKTC2n0pGCJJ7vj9ueO4xShTGL4K29HzJNQbx2g4dFsAyR5XoiGe15NNoghdYx6QWMd3FAFQ5WjwTnE2avw/uWa7KA4oWaCzWksndJCe0QJFAuzSBLMmxqKhRrLXVJsZtxIh+ptVtFqrbI31uvqQPRSr588WXW0Sfe+DWORS7BtxJGWzHOawQrCXdseYee/ETgTbv7WP00bJZQkJMv42bUoIFZ2DjALKh2MQKJQR84282JIrQBbYHyi+AQY+UQeQcg2rrvmdlXEj8HXZspLxz/k3oilpr1k9PGYCIctnMouaNa0a83L1HL3moGD0v+mMjpAo4mRmRjs2yGAkNUso1SwKitKE4wgilkgc8c9g+xOnxa1YnZ5s76ioT24ueJasyALp4viT9HJmcOOGSLCGfJ1s3+Yoht/QEPeJ3mKIUTRc/Y3OB+crCEwiwRRVWW9Jr4v1MQ3ID5dx/dm6YADwAsmR40+ZO8JCYF7GBtJ0vAFr+boklNJ1NveJzYNwAhega2TRt3LRRm3EIGN3+rfncT+Bh67bNtgAp4VFWXqpaWOssjNZDvSAPVNdbMVRrqaTnSPjXRLJ4PDoPAbaob2BeW0kMEnACmPYdBTA81LXyta2sWLHpNPTT2D+VD5HmoYtAVqHGHmCEYYh6P+Y0a4GfBQJtMEAWRjem0m8mEbR5Z4gQlgeF9N5l3Zo+DSgjnRWeX5N0TNWUf9D1mdZML47vuwUoyVP15wrFOpKogVfMFm0hbOvhqt8EkAo7Nbs1i99169audrd892fuX3/5W9Ug2yeBbKP7SqwPbFInsWidBRC+dvFs179vH/fGm++4GjFTBWXlSlSQhkPrlnGlTdQhgZAByqw6Xz1GN21ao9DgbjdGzN1+9dmsr6kWiKrS8yl3d911jzRf3d03v/0taVlr3B13/l6gxIdQaBlzCI0H80NhTxiwWefOUOHdce6DhZ+4pSvWGoOE3KOTwpmzp57mZpw1WaVDNrkB/XqqA0E399FHH8khrHfDh49UIdvdbtHSVQJP3d37H6s3KoWEtTZJHCiWvSnT+b5zy7etNttdd90lvZmyubT26sQoFuo5wWPihf/sJ39t47ry89Vu21fblR36pbv55ptUc2mse3Xui+6zBQuULTvGzbngAgmXVQyX0L1A8ooVX+jcFdLGjbAC4m2tAmWqf7dP0YXKbt31v7oZaH4ekuaMiBKgv02Fwhsb96rFl7opiF2r1UbQorZgjRT5VLkQCovTzxW27tKLp7tPFNaGsN+oKuyd87upYKdKtmj8KiVBKdS1N2iu7BIDd/MP/tq1FFYofIPu17NpMK7MDrP9MTLAJsZGfZygrZ2dSn0n46wl5ngukMYxjg6EEh6o2Z/AtgRwSV/HyKJH0ObLAwUnKDgskaVJ1gXzay9LGHh7FbSQwf5lbFMCvMT7Tt5jdizaX+8Rtu7of24njk/uV8cGi/4+4ufS19bR2Le/vwCbQk9Yzh+16/wr01Ul7AN2b0HbHEsicbz4PEw2xPMyAsk7jWjeMhKe6NxrBlrEDt19Yv9L3ssR95OIZiXHBvuNvTPbzhSXdMbwAuyWATciAZr/6lJQKvvapLBlv/4DVVeN4tnVbtxgOf3lRW5ndY3boBqORXldzL7i2CG7wP7s2Vfj9tepHyna1MoCtfOrNNwD7uIf2LS6g3myFdtcoRKsmkPyXonKlnmH2s+KjP7uiZcXWXg0bnJox2KM2iYpWwCbLGGjMLnj5DDwEXSEcQLYAMO8YPgjitaCJ1xVoI0lDqbPakQf0mx/q6mpMQZk7969xrRNVI0mNv2dChNUy+jTioVwKToXslvpfdmm729QtWG0GYQZAG09VZrhoDY5EhYwhu0ekHkHEVSFcKktxCOBQXIBpP+d/N2+CwLW4MSCgj4JwdeD8pMvZDcGr8aADKyOZdq0X6YR5ETglmxFFDftJLBMhq8zgDgYxLjB5zJ0SYDmsxejXq59SYnY69UvnPbso4E7Fph5gxG0+fGMgC17d1kwZ+8F7yhmTsa2IXzXEjSChxmza3M/Dx+2M+2ZXrbB6DmQbAKgadFPb5hj9XaV7tAc2rHjKx961wL5/Iv1YhwOu3Jl5jSKkcLjbmPTi8aA8CvskwlPuQfPLsBA0XIEXs2Ppe4b4MY4BD0Gzxfv3VqcoQfTou2h7L8uaupNo2BAFnWx8KcAiMz7JmVjGhi2UjQAKKmxdB+04rIoJWYRRlvzCjBKnzvWLACPNZxxBgBc6J0UVqyuqfNUe+jziqGKYde4fjEOgEMo/WaFU1lfOEf19XWuZ/cS98h9v1I3gIFuwqTT3QMPPaEs7q5iyRa5BgEba0zeXKdMKY2LuhhccckF7uyzz3bPvPCiWy/BPffoM7W1/gS0SsVE1UtrNWJgb3f6pJFWl+iwPExADuzahEkT3T/+0y9ULqPBuiTwLH7+85/bxvqr2++wdlDMS2MKNeatFMzuWaWuFTVu1uxZbqjKg7z59vsKJ35lRZNb5AT2qSpzs2ec4bpJ0H/mlFMU+tzl6E9Mn9BJE09WhmWR696rr7v7gccEkHq7Rx5/0roZHKRfp0b9X/75Fyrrsdf9WnXYagSC63UNhdKdNaLHgy3Wc7jiskvc7HPPkxbubvfhgqXG5BaqjAevUtm+g2plM3RQHzdFTea3bNzirhEL16jxrVaP0nVrN7lzpp/rXlF4ee6rL7lvXHWZnu9h986HH8oTLxMj3EugUNmkgoelaovTWfNh8KB+bsKJo9z8+fP1rLrJ2HcyWchBbTD1AmtkqLXoOq+45CIBxBr31puvywHe4376Nz9XQeMnlfQwUlmojWpev12MnkC/5lBpVW/Xd8Q4N3byNLXeStix4KBmMvaiBilEYpI2piN7Gm3B8QCK+NnksY7ve+1RTqwpiRwAO1Czn31B8zUw1wW0YgwstyVYkZSkeU8x7QKKsutluidYx1B+imtCRsA+lLTFSRuVdLDaW/j2v6UTIdKfTYd703/PJY/Jdb70PpjrM8d6bvH+4ucMs+NBhLXI381uhkSC+DkYIqusEYEsvqxdgMcWUTJlPaPN4eavYb/QsdOgjW+ahItQJT2gYxAnhqwTEZuYaJeWICUBnrF2lhpPBDDsJRxX75mUVXa8NF9t5ZS8c+L4kYZtDure18hRGjGwu2xKuSUJ7NunYtiyFVUVYvLJ2NKFAerzJT3YsP2A2P9abQVKBOpaqvZ8/cyhaJMODinHhk17xXSXKgufBvQ44CpNpWxwusOYLlpkgLHe7AGPvPTJYSYpOhtuJJQlMfFr8sayGY4hTKrVy3t440dMJAuD6sQBEbMhRKYtPjjr0Qio0YXUS6dGJigLBnYMYzpBWVlM2FZ55U14R/o8IVNYNUBmmQxXo1LpebwblZzAPfBC3EvrDK9f8M29I3hJMm0RpKQNQby+2AEhTp7kgkz/208+jIX36kwfCG1hdbv8T9N6JUFbAMG2eaZWpm28iazCdgAreKLxPcbRG8wsLe1/98YrvRCTx4p/NyKb7MtwnZnr9h+wOJ4ZoZgeHY5voMIoag9KcxmGjgxt1thlM0/9tYblHJjI+P1M3bB2ANsXP+ZbzAvmU08xrq0yyoB/xoQ5ZWBEc8aYBzFW9aK6Ydto2bNNGXqUYDBP2xa9HzfvfJCEoDluASJzQTJ/t8KQzN+QfQS49EDTg1cPnvDiCBm02KZdobpe3UqLJDIvVIhULJuefa3YFoSmvLhOGLJoyPxP6qN5NsaXrSGMwzV6p8fK3shji6CNMThEQWOSXAC0Yl9qpKFCvxTHPFvlm3NSgkIBxKDNAZBaNwuBqIMNNa6HctZffPFpN2rcWDFUvd2qJQvdZPXcfPSJ59yb734kVFLqw8joB5VI0L1SAKOyWKHOgW7KGacpvLnBffTxQoUsS6x5POwYrBSM2sDe3d3MKSeq+4E0ZWp1RWhgiNq9vPDSy27Z8hVekxIMMmv/Rz/6kTltjz3xJ7dm7Zc2JnTUsJqN0s41KKSYJ2N52pTJKpA8zPRhyxavsFIYeQLiJ4wd5gYP6O5GqS1Wi2wHjh7Fgr13nyfB/iRLmJn/8SL1Cezmnnr6eY1ynvvud79nbP8zzz5rzwigBogn7FwioFNfWyMm6yJ3ztQz3b333us2btqsMezsQ47BKZScTg3vR7uvfe1yt3TxIjdX+rvJp53svnnjTUqkmOtOmnSqEq66uq0qGlwt/cuGzRvcokWLDNDh8TM3jflk89M+eenFF7tp06a5Z194Spmpn+l+0MUUGwPZSXOyS0WJhaa/9a1vuVqxlO/Mm685XyUQWei27/nKnTLlVLdk6Wot9S5iM2h03ST2sadrEAhuku7t0mu+7VopOSJ9YrK0QmbdZuQeHSci5AIBxwe8jthSMm8c8f1Y3zIWYw2YLc6bqE9jdfLvPTtViD30mcU+xA4+HNfvZz5RjbEGzJkJ1N6YT/H4UPiZucj6w6a0BYCQZnbiBXdkh9N/T95xctyODdqOpOL+HDscu/nk2itsH0lcmDldCfvr7ZzYbjzCkFCGvfLaZj+eNv+NrfV7kQ/YZNd1Uj+Y2XMp/aHP2d4d1j/SI3+NniXybBiZzURB/HnaRdRi2DxoEZPjaOPTrlSKT3oAr+THTjDmGUueQnknSUMK2xpc3+5dXK+u5bI1+W53nVPNxY3WJ3TShNHW/L2z/l0QdPvNYsSRauFQm2xGP5et+sLsuenbQ+4A12LRjqIqHQAiSs4zpIFsOveP42YJnSQH2V4ne/3AM/MPY/DRspkmjbEA8ECCJ2L0ceH6jStb4Z+4qz3cFGMV0TH6IN841jNw9lnDAVgiIWsZC1pTAbp4D4Zsu4pzkmnl67H5/n5WS0kLap+y+ugpSrHTWK9t4cKFpn8DrBlDBevFhEoAT5/N5x98NDyedWvPsiVBm5+kWfATWbo4wTNlMjim1XCKLJ7X8ERhuO9bltW0Wf2skDWSFprHhRGruecCbMl7yJZ6yIKfoxmEXKAtA5ZClmT7Iq7+aMnvHVa4JT5fo8PD8zwaQEteU/JzEUBEhtGDEs+CRpBtYxI8r4QNsX9GprJZ4b1YZHf06JFuzZo1fi4EQ8O/mUNDhw61kDmMzlqxtAUCHWRGtlI/S56b18DJAcCp0Jpo0AZt4VE2SxYyAldNCesMgBGyB98eHNv7AGHOqU2lQPO+i4BJNzVBL9WCL1OIFn0X87pe57XMWptmXjxrYIWlqjkcwVQcD1ubweO3aw1hGZIsGEsErHzvoEKT1MijZIT1TNX1xg2G4rVxbRtLRnNwEjcUHvMhWrF+uoYyhenWLPnIshYnTT7brVy+xL3+3GMCH2PdtOmz1PD9GbFti6HwNH4HrQ9wRWW51Qo7WL/PVSkUPHPmdCvf8fwrL4nd2m8Zpa3yLCs0FpdfdIE7dcJIt2jhxyqFobYuAhWfrVij0Oq8dvdeQtJAMNrXX3+dmKop0s3dZ3pV0zJq3dfJ8DWLkUTfR1JFz5493LRzznb71e7qk4WfWteLMaOHu0EDlACgMO7WTestxA1YGXfCCdL+1bsyfQYD21lA5Y47/6B2XDdZi6kulVXu17/5rT1/ZAJ0NujU2RfzhnE9b9ZMN0P3+Yc//MEKBHumGBa0TQxWqSVgjRk10l15xeVu8aJP3Ny5c6V78cz28CFD3fTpM92YcSeqpMcebzf0DBcuWuje/+ADPTPNPz0L5kibgESRgAOauClTztA4vek++HB+8Ku8fSktK/LzQNf5s5/9zBze23/7e1e9T22vmMvyIYcMG+h2793q/ucv/tm9986nCnVXm0NM3bfDYvM6KSGha5+h7pSzZ4lRoM+sd4jNebPJni2/ANP8/+KV3D+inc0A3vDsc57nGKDNX7fvVEKz7q/US9hqKcJmh+QgGA1r02bAWA6I1gJ/Rxdt6y0UbjdmV2uvey90mmGPSaCBt47NLQAAIABJREFUDKA1uxQSSBJ76F8yTn8JaEueJ7ln5Tp/LtCW/E4EW/G7aXDKWJq9CmHyWGeNORIzX7Pn9eDNYIDRY6HYbdA5x0QD21tiqaaAN7x2MhvpyezhJkUJe2sgnuwaA2jLjF8Ab5m9J4A2rtdsri6MUCZVCe13rlSgTbEaY98KWmvduOH9lZAgxk22ZvWGXa4TGlTNLepNDpaDJHmpHCqFTWVvN6oEEvaUrPgTJoyTVKOz27m7xu3ZWyNbLDIA5x5brUu1PUwyHQt4oaczciRgCYvSAAjBDAiWtU/d9+R8JQ5J72JCTC32kISQybqLxWrDwMSsIRiIuJn69ZwVhNq/IzDjIYUMkrhYMrWpdJUUpjtB7Wlg42DZMPAligfzb8KlgDeMIF4x3i4vq2rf2GJiZgZ4xYoVVhaEB4SXBLVtmh8aW8Nk2brNAiWbFNieIK6NkyoCvQjWDJxSloKfwTiFSlAZMGCfNbIpy7Rx851tBvrJYwCMSdzOKfLx7Jjo0dFCSy6SI8bYgG+WEU3/PT6X5LHTDGrUaRmINJ1WIpEk6MLSz9dPKl8bLKthyAI7+3y2xoWfGwlg5xdOFPC3N/rxHjJVs+05dQzaksAGnRaAHVAyTEzL6tViErQoTUweVi9hOkKOJLbkSzPAYuEZownzjgTdCvg/30orNGrTs1BvnP9eqgqHHDxHbizcCzeOJ0iJDDJENe8rEM1rMZcLVJUYYON3slRhbBQO1Tmo52NeJaMZWU2uI+j7kvMz6j/83PTz01hEKtTS+QCPU9bHnF9dGgwbuizuHw/OJ1ewJrPz1dhyMQmUTmN9k11bWKjQ3DtvG/s1RcVe2xQG/f3tv3WNEsfv273F9e9Z5m675WbVENrk/vOXvxbTpwKvygalwCxPy1h2jRyi2xtuvFZajgp33333iPlDe6ieoldcJC3ZUANOSCN6qHgxztcksXjvvvuuwM/6TIY49oLnFhMyEPbfdsutbuXqVe6pZ55Tz9hubpfYJBIPKisFvMSkoMEqVWjyxAnj9d1yFbDdrmOucxP1+0knjnd1e7e700+ZaP1Md+/Z5QYKNDYqNF2khI533p4vveMG/btcjP+p7rV581yNtG9WDFvjbsW69dkWMYfflc5t+PDh7p/VAQGmAGlG1CCihUOXctEFF7rx48eLsXxRc3KlsWFlCr0RvsQm1Kl36k9//LfSyymsonFkDuzYtU3lRja7N994zXeZ0SZDC7Cvf/3rykbt4e594F6bP96+ebBhAFy/Dlbh33/4+f9wr776qnv22RcV9lQkRUJo7q9erCsrDl/jG9dcpJpuo9yHH36sjhUf63qQ9RS4gQqPnnTmDHVKmONKew50rXkKx5LZZlOGXcYnz2TX8f8b4Ja0Ux05gMnPJO0MV5BxPsOH7BiRmWF16flsU+1FY+AtzoScwrOhsSwUX23SQoi6aAMkhMqCM8Wz7y0NrC117ESCCEhf21/6e/Lek6AtDZjs/tlfUuxXPO/xvG/dDJKEy3Ecq/1eFZivOAVCV4MsaMN9DXswptImH+OeBWCZ6yVDE+Nkzw2qDcfXg0Kf2hUIlKglN8BGODal64awCXstp7HxjHKcpANAyBu2LuzveVoU+UEv0qbELcpzwLRZuSBpRyefOMJ11prdqZ7CXx3QWstTyRzwgex9ia4bqVdn4SdSgFrVVo7136l+lxurVlTy0pRVWuv2q7QOOjlKfhAKBtp6QsonhcW9FjzkwTCaFwE1ZYEfZq5yP/c/9aFlj3LfTGRoOSg9/0pS3yFsBfjQ21YHCg89tnlgswgsnQ1SGDXGnti/D/l5MbUdFzBoD8J7obyoIk6/veil8J4xDYEujT2+MFQD+w9Q0ckyC+WsWrXK9GwAKwMS2sDwSm2fTcz66EF4JjFkTgZgklwoFi4hLKafh7VZxcryeA5MnAjS+BkXRmZBheSLOBHjgsh6L8ErYB6ZCCk25j5S0GsgkgeX2cj9c0mCM/s9cQ/xPpI/k4vXM3MsGE8rx/GJjFQ8PpjLg5hsYoWP/Udw7q+rXTYQ9xTGx/CqvBIpkmxupYFbnFvJ64z/9gybz2DOMGUZ4+Tfi9fJcSwxRRMa5sqL95uNSQP0w6bRK5RjduvWw23ZvDXoDJnDHgxaaJ1NXpsb2iZ0DDTXPqDwVzPAKMOwAdY8gOMxA7MAJ8a4kATAfBEYg30pZmMWUKtSwgNVsRltuniWan6TP0DIjuKKtWT5hWzV6GD4YsOEaHynkcg48n6yZI73/P1CZ0PyMgSVvNAY8DerAyhQyiZkWj1AYKhXR5Y2y5xQ8mEZBjbrJpWRqJVzVK8it6/Pfc7myRVXXaNMxGb39mvz3FJlJ27Zsklros7V7dtiBV+///3vm5P1u9/e4TYJGPHkrICyDVSLsYp5mgezlSQw/gSFPp9/yX4OGNDP1ux21cnDMYNhf+yxx9x5581yl156qXv/3ffcy3NfCZupwt4K3VHyh/Ggxl65dKxXqfbZXhXZnvfWO26Lwl4Ansj8tygj8pI5FxizOlBdDXbtPeDuuOMOG9PTTpmkukm9xLjV6kEQJq1xveQpD1VCAuxKo0LUbRL0P/jHR1Un7bC74KI5bsFnCx0FvK1Yt4BPty5drSNCo0Kjv/7tbyyEzoOF2bJwLUJpjfWlF13sxioJ4emnn5WjsMNC9JYFqw0iOsYU0+1a0dNNlLauR8++BsQoDXCgeq85F2/Pe8u0gHPmzLHn+uLLzymTtNQ2Q3SUJDQwhxmfMaPHqs7cle4ljTOJFmwGDWJOe/Tpo+PVSjyt1l9iOr9z601qoTNMvVJ/486ZMd19umipwjdf6ro0JJqtRV16ur7DJrof/vx/uzZ1VOhcVG5zSI/SnoGv44aOky3qSMcr2r+OmJ7kGk6Di3YgIh6og59J59BfRcLTxDYG5oSVy/62bevmYIu0VrX+iqRVGjZ0iOZypa84oHtct36z6UDRTPl1Ho4se8QG20MSDNYSbe4wVfHucznYce0e4zYS9iz1ycBC5fq+32f9X5LjfKzxS9r6mKiReQYdgLZc588+N2ROyb2BMYkAK9hrSz70+4PZbmxlOJfZuLgfRlAVIiSmqdZzMpWbsZaJCgMw/CFi5bd5D+zsuRmg9oxndv+0g2RYexszK6oLyNPnZAvzZUOxpRTCteiKWFYgTkvDATd+xCDT7SJ7WLNpp/4mFl3ODHYcIo/LMxtOEgM7g2z8mIHdVL5IdR51gWvXb5XeFJAp+0hkQxcPSYYu2ctgsnjLevzCBjIwFCpXeBb5iUVW7nnyg8MmJoeZCkkI0IQxnJmcDLZJ6IR47QimrSh8AG2HdbOFar8QJ0yh6vxAD3YiM0PfM82crqFJGU+22RsyVbsb0REjRypTVMfarA2V3qEm7A3hMAbTRkQ3wWYM4h40YKC+R70l1WWToDfDFnmMYZQl06N9T8oIRLOMkAcSaU1VwDGANgBVSBiwiY5HhqHie6bpC6ExfsYecEbjZs+VC3TlMmjJhWSTOgC15PeT7/tj+Ppkaa80/p42mJnPRQYwLpqI+sJ57XsJ8Bmfl/20DMX2rKqZShaIbtsq6DN/7PfQmBzmkTkGYAwoz8MfhKvBGQiDEj34+HcmN2AMtgGNwGHT3hE2lOZEEx7KGJasWOFHso6trAwCfW3OsDe0NWPjGzQQjdMO0wixQMyz0YKEfWIcEccbW8WLjFHN8wZt2DWNYqcEt6C0jXHjXpln4RnTs9PYLvMetajQI2g+FOsauik8WCkdG38jjApIsvI3+gcgk/ppB1UTi9o75k3q1uJ4REYN9gSgETWbMWzK+5ZsQU2fUGfRDAZz1q6Nc0izhnNkhsrLFMxRsvP4sjYwk7g6LYfUZkUgtUbC+P0Hdrpnn3rYnXH6SdbEfOTwEe6X//ZrY7T37t1vRoRSGuhZyIj6X//8C9e1tMD9y7/8m/tSxgwLyxIsVSVw6tFhmGqUqThr1pnSWan8hUAebaDqlDhQs79G2avF7v7777d5U6ZMrFOUiHDNN6421v3++x/wbIbCkYT3qHm2Z/cuu08Yq+99/zbTHj2mxIH9ygA+KA0fw3DtNde70WPHmQZut/SN6N1uv/3XmtctAqG17rKLz1MF8x4Cn/tUYmS/G6rmzX3791GW1361iqoSAGpx997zoEKhCncoPPyzv/mpe+75592GDRsN/N9w3bdMqnH//fd6RhT7iuIEW4fWSc/l3Jkz1R5tnLtXXRsIX1sBZwFVADNhXJg5nuv06dPdzh17rVDvf/vb/24gs1EhWNYh7XDIauY5Dx8xVKVG/iCBvECV/mce5XUuMqaySHN2/PgJ7txzz3VPPvO0W7TAd2BgfrOmauoJsxJOb3Hf/86tmpOF7pdiSPfsUwudEuf+/d//1T3x1ONuwcLPbCMsKenqOpX3ddOuvMXNuORqhXNwoFX6ROyChX7NDlJfL+iOAlZKhsT8GombdHBuUnIUq/CesJdpWxZtZUc/LQjHKVKatvh5bA7OjPHjWrxfbaMAu36jGj2EwdC+0mCWW40udIhCpwKva2y8aOFltpCIiH7ioMHalos1Jjwe2Rwjj5IMTo6LTQPTY91Xe8f0WJ/O/ffkNaXJBb7hQYt/Ja8vebTkXnK0q4gRKNv/s9vfEcf24cDg8Os5RKCSHr94DOuYoC+leyxnr99r442BUlmMGElqRaccbCBr7LCyQi0MLseO1o3NYsnzCYNzPWHdktHfWd0IiIoglSgqKVbmuxKFatTOTfa/V/durr90bXTM26y+vjvV2aCgpNKawZuNlUfTJq0s4K9XtyrXp7uysgFyWuc7q+vcrv0qDK7CiLSnQwZh0ZVQFy7ilViM3Wcq+jaDtA48RP1a9lNs611PvGcdEWIrISvZQVJGYGTswJb64Velz4bUYCOMZiFjCEImHJXmYwYOqfgFShkny8bTm0xtFZpT5hybEJ51hWoEVSuL7NSTJpnHUiTPZdWq1WbIIu3MOXwWXieJzLtLzF1q9Dwbzlb1OdxfpzINCe/Ks0NJNN5+BlnYOLHAuKsIQtIANU4oM8o5aPC40VqB2KBxihM7yRoZ2EmctyNQFYFb/HsEwGmQdCRIYwQAFWS6geSzv1tplVhixbQdUMpMcp8Y4eP3fCVoDmNCgi1kQDfaKi2aBDiMDKZFGMJYdmR4o/bNl5DxTKVlF5u5EPBi4SasQRa0Bc2IsUm+o4VNbP2PRqukpMxqrlHgkD6KedrAKedBWL2ZjEptWFwTIIGfX0oQ36RMykqJvQlHxob1lmSgRUbtNMKXNk/RYWplNmnyNWi3Em5TGYVwnRgljB0TVuemPo/P3BaA0c8qXYu6j7gCKHNtzPY326j4HFmhns1mzjRrE6xvECiL7IU5BQHgBkeKTFbWIAbGDKtpJX22qW0+PPMAiCPY5u/W4zaAQXPWjBbWcfQcAA0F9tx8AglFVLlHyj/UqazOU08/rj6gM9zuHVtcg8pwkN35m//8pZXfYV1zHhyoQjFGzRpL9HpXXXahO/WUk90Tf3razf/oM7FvAsF6HnX7G7TOYQNV00j9Q2fPvsCYsn17dtjPzgIPlNAgcxaGvFxN5Ck/Mk69YK+77jo750N/fFilRQQWde1d1TUARgntHmQPgvuzzjpTAL23e2vee0oC2KouCt3cX/34b1xXvUfIFfbwkLzUd9+bZxm8tNPqInB4wawZTiXMBBx3u64yxoOl9Wo4WC/PWfkVBd3c00+9IBuzw5yBLl3L3PQZ09wGhYNPPWWKgcNHHnvcng1FsgGQzLnI+M6cPsPkG6+8+JKVLTgo5o8Qr4F2WE7Zsx4qsHvurAvsGrcqbIcEpFrZjXPmXCLWbZLVp2yqb7FCyYC8V+a+pBCnyrfomVdUlFkYNl/ORqOSr06deJK74Pzz3UOPPqIWVfssE9q0dQjF9exxcA8qxDv7vOnWuP6+Pzwm5nC3scpdu1aolMFBd8vN14n53ODemPeuGlt3c/mVQ9yP/v7fXVmvQcpsE3soe96sEDhsdGtYB9Z7ODi+kXGKwC0N2ljmvnpX1m5EO59876jgINibDKgJx4t7QBowRNBmGf3aNwBtZk/ZU+R4TJk4xmQMGzdt0dgCAMVw1jX68JXpsUOkIYTzSlTVvkIsKzaCdRXv+Vig7Wj39F/xtyNAUIJBawfQOnj/eO8n+vaZPTSx3Sb308y/LaOy/RxIPvu458XnmHnOCTI3CUBtb8Usmi0jt1q2nagCZBF7Id0EBNAKsXmhEgDMmMc8aMogAFRYXLa/RU7kqIEC8dKFWlIE80QHr5Ok48uNSljTZ8eNGGLgkMSCNdpTWtrkxGhdhNCCbH6eG9JPawfJTdBm79izz20/UKdQK6WKJPOgzJfGAL0r1xJJDu4r0xbOMpZD4hGgTXuUiXKYx7979J3QxioU1GUQ8MITrIivFZZgj2AAbWPjp2caKBHAQBA+wCCxqTAoh3Uyvt9P4QiM9CGoxICwN2zYYODP2geptpOFRYUuaWFDMUtivnADvHrr7+jW2hR+aJDx+WoLNLdCA3SnARCEReUnW27QFmnYdgAjiFLjZIkTyD4bPAIDUwlBWmZi8X6iftnRF197RqyjRdGRR5YGbslzGRgygbxntrim+Dt40qdcexF18nO2mTPmTAQD5Z6h9Jt5dlP3oM2DKL/4jG/KgDm7liD0TBtfA3sAF2N7Yq/L7PyKkXhjguw6gkGnzh/nDBoDhPLMM9PuWG3ATgp/VkmTVGPCcIqUomMjxE4IivvyLFVgUhkZgQLOQ6V4XlZqQ3+3Lhw6d4nCoxmGET2DvkMj9Bqq8SPSp9AhczeGZxkqMTeH9f0ybWo95bFXUINN40wTEMBH8nniJeVL41XIutDRuLUaOR3Uc4vMWnzOljmUAW6+k0gMn5pgWgvfDI/p13jIQWcYNjVrXaV/e4fD69+4FrSrli2OM4Sp03ebCaUKlNaLPX9STdnHTzjB9e0z0MBa7b7tbs2yT1xF0WF3950qdyGPEeYTx44SaWBpAEWTdHNXXX6+u+C8me5OgbB1m7ZbRmftgWoVrR1gJTFmq2tCmWqRcR3FQQD82JPPeFClaygVK+lLnfgsPkD4T3/219bK6Y7f3Wmaq3IVziWRhOfIM+/Xv7fbpo14okDLyBGj3IJPFrqvFCr9xT/9L2uQ/g//8I9i6JSIoeMZWNK5Y5mUcmneTjlhlJ5VsxsmkTEGmk4DvXXvrcqo3LJtj8Kac43lIwoNoCP0SDj3dpUeQcfXkmnzJiOthw6YnX3eudLSTXRPPfWU27WHLGbAuGfGShQeZ7z6q+/nZVdeoXpyq93ixYstm9gYHQG85ctXuu/94Eeulzo6NML4aLY3H2ywuTN//vtu557dNraUZ0H7M3r0aHfhrIuUGPKE27RtU8hM84WZqYrAPCTkM2PqVAHIZvfyq/Pc8i8kyC8od/VifLuUC4RQOqV2j/v+jZeoz2Gl+2DtXveN7/6diux2p1eGmQYvyvcMAWUJvF3EZiTdLs9cZJw5Ns70K2hAzZ60F/oe1YTmtJkdJCLEAxkTx2aIjEFju0MFkW2jt3Bpqztl3EhjKZes+txK/1CehtBvvC5/Tta832e6yOkrVaFkq4cY7UCCBDjiVoPN/EuB2XGDpwT4Otbe0hFoy3WNyWPl2pvYvzPPmnvtALRxbPt+AG0RxEWnPrPvpr5/xHgC0Nrdq69L6b8Pt+avB6fbcAH2GqcKa6+PyYy7QjFoJKV4uRZgXtIaRRhOVNeUYpLs9EGrZGOSMT6nWmqaGytWfC77IZ3sCRNkD5TlKe9u2WpVrpBNgnnmeOwjwwf3U2srVbIQ8795yzZjbNtkQ9owIqa/0zqCG8COB819dr6G/S+ANrPrIsOQIUQ1daffPgxow7v3xtKy9wKD4vdt9As24h55GkPjC3DGm6acxyEtPnrdxY2dUClKGSpyDxs22K6JhIfYIJbPUfV98ZLldvHDhgy23lzQ1pRr4P98+ghKSA1ypkow2aJ7VCulQRs1LJDVtBINGlkuYx0y4CPLFMUwqVUU9oI0u09+GuZKlLowJiMwi9xfhnZPLYoIAP1gZ48bQU8W/CSMVshWMlEk4xgm8tG8onYAM4dxiJO+I3o7ralInyuCpcyksfmfiK0HbyPWg4vnMQNu8yU5nn7C2fwIB/QgJBke9Z/xfWk9C5Vc9JFJygs9Smmjw/dJLrFQOVcHILOwptPcGmKMxM6dO0Odv/0ZgAMzwPUaI4FuEwmAfkJ7M6/RQ2Kg0UGZ5szC8J6Fw8yzTJr1nCigWqd6XfybsKmZBhJ3dD35apFE77nuAhw9CLMgFlX4sDCELtGVZe5JoAFmkcxRzsN9WPaogKNR+MEgMR4GjAJos00HmjwscBPCZ7QaWWNoayqEmwFqHrDxf9BaaLwKtUaLdC4YN1gYnd2MEhsRIcZJJ0123cRQkcBgwEnXWti5yb301GNymgoNiGzcvElGC8aKULPqw9FIHVG9gMXYkf1UTPZGt3TVOvfCyy8ZeC1Txf6zJp/meqpIbA/VQuP6q7pUKIvyNWWlnqa6bw8aI0kGY7xHwBAJFbBD9AKlefvjjz/u1q/daB40RYzRrrCKcPpgXckgHzt+nArSHnCXX36l1XP77W9+J4NLuyglEnA/tGuSgWuVLoVEhWFDequEyVhJOQCXI/S3Irfo06XuROnLqqub3V33Pqp5R4cVhYR1MxXSkg0dJECrefDOe+9qAquUi5xJogxFup7v3vYdS5jiWimnwlyLRY3LpW1pVJbqmVNOd+dMO9s98vBjAqyNCpnSjkoOKMBM49Cla6VCwPs0Vr3dNVdfY7YQK4JzARu3WCVDGB+iHCedPNH65c5VJwjC/UqPkNaGTcFrSdtUrgCxyTlnTnFfiU1aunSZekgUu4+Wb1FpjxI3SWVHTj31ZDdCBXpL2aAO7ldx4YXugpt+7Paoa0JeUTcLnfMfoLNR12BMsXUcSZRZYPML9ilji6Ij1668gjcMUSaRdob5Wy5b1iF4OU7Qlm/scKvbtXO7bdQmbNfaOGOiNmDNs08XL9Va1DMWc+kdJlQSyC98mR8LvGmedxFLWaIQaUw+al86IlrR7M8jxiRhF4/89H/tO8lxzTKV2XP+WeMevpZk2uzZJUBX+m4MqIXwaPyb16mFOZECfTZPUqCX76fBI+c03bFeVrQXABUgDkYVuRcgzTo8hQQyMEGBnPgWrY/Ostl9u1UqpFlpx9imDONaOdOt0rsOHdRb7L+Sg7TOd4jt3727VkxrFzdaDeCRHhyob3NfSstbpCLiTbIzEAUVWuetKjxu18q5tS7bZC9oWWX6ZaAUoJGG8rJHCRLR12TjlQBtVk2b37F8rLNfP6zwKNmAbKPhZ9yMjVFhoE1kzYjwkxv3w2MiVG0MaDUQM6MV8mFW9EIyMk218mCH+p6PejgUstwvz5MaWbQUsh6HMhxLlizRcdvcBAmUyTbjXGu/UB0m/cwTQrWsNlgRwd8CWtdQn0pGEn1dixgHmyx4fUYnctOhnkwCjJlxCL9HzZuBtgAq7H4s08iDhPh7ulF5EtBEb8EiT4nj56p3Zos3MJiR2YoT/GjeVGZxdeDNpSd1roXXIaAz4BR0XAGoJZI+jfaKgMGYVxsX/zJAkRm7CIKD4Y7gNCy6aNzjgjLQFow8dWg8sPNAjnHnXGjYYPcAFhYuj/WAtOGih8IAr/5C2aH6DMxHd+mMLPNYlHO1BNd2TFQrMsAI3pnbzEPL1KGAInPFxKpeAOq9QJ8J5MfLF9MlTHJQIdIGATv6ybUg2jcWjo1Ri65Fm70WcGWJxKU6LqFREhF8k3p9VwcAxJLlhH0CMFAGJDKIsFUHRSFZCFhzOYJsym7YeyyCMI52XbCp9Ga1MWNxt9dQRka0NWQfIZi2ewkhiXw9b5wly54jXJrXKoCwxf3yP//FynhcePE3FGL2jY99WzAfniVEuFg12lauXigdR6nrM2CMQgbb3cL5H7nN69e5RoVRi6SXKi2knVOF++a3vm0M6Afz3xWQG+VaFWJoEiiZNGmSKv6XuOdVi23lms/dhUoWICX+E3UhoMgr4W2SnLBIAPMCgcwCCUPGqUPK5Zdfqr6nK9yfnnxamb/lBt5wGP3698J+Qo7denZ3Q4YMtVDv++/PF9NGVuVhgfoe6hs6x7I1H37wIQMhh3X/PbqXuYtmn+X69ajSc1T9R91rg5yE4pIKlTRZ4T7+ZJlsrUImAcrTg3VQv77SzI11Tz33jAE39JM33XSz1Zh85ZVXjdHkRQY7dSjJnsWgX6QyJ3Qw+NOf/qT5LVaWdmVKHOFFuyrWXC/JQG6+6Qb7zKb1m9x3vvcDJQp8Jj3dBnexkhEaFWpd8NF8hYXPsGf0xjxl+cJcMpcU2SjSOYvRzOnfffv00lgMcevXbJBE4Eu10+ri1m7b7y74xo9c9/6jLSmiU+t+17x3nSXHHM7v4cq69XFvCZCef8kVrr5NjJ1a/OTnlfr5aMVHvd00mxtsb5yj/DySPPNSDP+gwiYdSzAkd6zwEf88s/M+8Xbmnx2BoYxNjccNoC5P8x9HaN/e3Z5doQyVPlNq5XPMdTEWvUmaJBLnJp04zpy9zz//QvsQlovSJ3kWci8qplB0zIhsDzriBXZ0/XHPyHVPf8l7yb2jIzufvqb0+B7re0e9LvBBYm9KP870c0piupxj1ME+F685/X3bk/Rc0Bb7vcMrj8ELtqfoz2iKD8vpsvlKtQDZ/iKSFXGwcYYF3MaPGGx70t59DSrNscdKoPF+oXr6jh49QjZJTLsc7NVrNhp7PUZgDietTTUN16snsCLrlowU97o2OQA0DcA2WP9tsI6189Q+QRiXPUdXGQKEfmkkx9KoXTT1xOk9aON7GdAWF1zcPPk9yaQYA4fQFu8+bADsASXSh/TShslmSYV2stYsLCo7mp9HdeMWZU6NNuM8c0srAAAgAElEQVRNSAN9Cg2TWSQYri6qy0TWGkZ0x1ebbZAmKTQDw0VXnVUrV0s/QZgUr1pGUyfFsOVbnSlCsKTCBuORZMIyTBGgw4Yj8xNVBcX+eLy8nzQ26UmUncx+47OFGgxV5ifvh5nUEfiK7JM/V3aR2+8BNOX6rnkMOeL/yUUXS5Ik7yMusvSCyQnoQP748cG4ZUFbAMPoEUNoM8mImUYNRjboWeL5oyYt+VmbyAl/wn6P7JtaIMVsXv85D+gKtBCNNbKQjJ6ZJgRGtFxsFqxab21GhNs3qggpzgIeH5opSlOQcBDTp8kixQnhBWhjTpaoGXkzVfU1UU3nGrwvG0vLhrMV4I0BjJyuq1F9Glm0DUJZBxVKwpDn61iVeU1uaH9pLal8L0fCAJnu1dq76bT0b7R1x1m0QaCfwfOzOoi6UftMCOGSzUpGNtdB6QxeSdDmJyvjlU0GYVEny4DE2UUw18CoGQM/QT1Y1nWH0HOeHnZpcSdpqt5z7857XfXIKtyci6+WQzXU2EuAZp7qdjUKsHKN1Wpg/s4Hr1oh3L7a8E89baoAdbFqnTW7jz58z32q/79YsVCGUiJ6aa++c8s39dxaTbsKwzf35VfczHNnqZTFV+4JhWERdB9QyY2vCYydfOLJ1tB8wYcLjPWjZRNzyTKDZXDrpUObLM3cDTde574UMHro0SfFPBGOKAzt63SNCsFWiKWqFetWU6Pq4ybyFUjWNcLKDxs2XJ0GrjEb9Ztf/sqSLgoVxzjYWO3mnDvVnXPGyQoDy8gq8YDx31/dqGdf4O66/2F1JBhgSQk4lQfE9hOyOOucqW7w0CECbs+6n/zV32iDX6MCvC/6PrLMAtkKWlLx9CkSfqbYrkknq4TIa6/pWD7jk/pLLHEeUbHY2l4CnTffeKN7TskEq1etsPnA3Lns0suNFa5Vu5whgwe6A0pQ2L9/r3vr/bddlRwW61GoeVGqIsYIrukVS+u2EaNGu+UrV6l9lzYilR8p1PWs31HrLr7up+p+0NdV6PfqXRvchs8/cAMGD3EDRp7t9qhvKw2w77jjdvft7/xAouzu0juik9RapLk8mwvOApsWmljzh7POF39PA7dMq77jBG3RhuX6eTSgkgu02b6uTY96g9Xag2yfg1G3hYmD6ENrbOL5aJ80lCeqFy7zZMnSlcay4ajxf4+efRTtCmNAtCblNKWvN+1UH+2+OrrXjkBVR/vN0UDYXwrQOmTh0hGo1E0kv2fzJtihXONi7x1jgIySSZwTO2oyH8LVttqzR+B4gKODslsnTxrlNqzbKieceUrUIjjnFE2WHRw2sJdl9u/e16j1XS0ZyAEVE+8jR6/SpCywsBs2qc2U6jaylvMF7sePG21SBBz71euUVW+FhX3RdHCO2W862VD6Q4waoVAruaS5hlUgk79zcDrb3TabQuwyYVm2hHY9YLPI1K8ffd80bbEuVgRucaP1DVXV1D2U7Yh6NEAPFbd7qm/dpo3rRfuTjeHDNrRmKFRqbBeJZfv39+GQlQJg6EUoxUEphj5KQSdlukGCWfr0lQoAcp5yJRr0799foK9IWWw1ln5dQicEjUyBQCGhDjYpDLSftKDJwKyFCZGVtvuwZTaLNLAOQfvlw6UhdGekoj9OEuzYvwPPafXWiMnDA/B5m0Ht668l64uFnTKzYcaNk5/eqJH04QXzuRY772fqzCW9mcSkhd7taCHGkhnx2Ed8zkTtXmuXvYYw6YMLEMu0pIv4epbNl7zgRSmQ5P35mLoHChGkJc8P6DO6moUVwqQ2KfUdfhZaGNHrFSzNXosH2nmLvBraFbG8mUP7Duw3gEHFcrRsvdS0m0r4ADkLhWrOIIj3BZoBp/JY0IER3tGm3qbNCNhGMoAlZfA8A1D21L3yJDXeCO7rVSqhXiLKJtMHis2QGzewSqBBbE0XAUG0bDgeLDjKxbAnQMdjKDgO85YMbcJV3KPpgzinXQGiZ58Vy7Va1X10aImJYddj4NrPWXtmwQjF6REbICfDNmTQ8oJB8OFTkiLEUmlz2rrlS5WGmO++9c3b3McLPlQbpefchRdepNpsM6wFlhXk1XWi5yLbtbq21UDzYw8/4IZLSzV52hynoJ4rUMiIOkJ5aoq89IPX3VP3/9adM/lEd5LCldXVqq+ooW8R0HnnvQ9VPHuX7r3AGNJtO7a7IQo30iD+zDPPVNHbbe7DjxfIIQiyB9w6PSdYus56Djzzb31bjNaWDaph9pYyKzXeGluASr9+/Ww+AMZgE6nbBngnRI1ubvr0me7C8y+wjMw7Vf6jC4lQmkuAbcLbf/X9W9QbVoycujrgSFZL4L9XjdlfV922HbtoC+XBeLMy4KmSTqmQcWLbLrjwQtWA2+jef+9jgTQBTn0XEFAsxgtdHtm2F18yxxivJ558ymwt7B/hYOYhEgCe+aRJJ7ozp55loO6LL9bafEYSslUdFtD5/viHP9L8IYx60I0UAP1Kob73P3rfQjPUlSKLlD6jxQWH3RDZZpyYBQr7NSq8v1tFhkvUtq1F4c0GlTO56ta/ETvYz21cudTt2rHNjVaB4W69+7pa2N5OZIhqzSiU+/zjD7prr73WNam8QZv+PyQhNUCS67DevOwLMAxhombtSDYCkrRtvs1bSucWQ5zBXiTtRNrxPMJWdpA1mkl4iNcl0EYnFECbT9wJewOeJzo2JaqUFOpb2ozLFNIeOXqUhdwWL19lNQKQRRBy66XwPjabUitp+/qXgKgjDH8Yg1zvH4t9bDfOCaYyp7Oeg8lMfy499rmuCfKiHYjO+SH/ZhK08XuyMsKxwFr6sBnwR1RDv1gbKjuJZ0DZf5gDgDYSC/qK/cfyrV671pwfon1VXXsqoqd+1GLyR6uROxn+JIZtlvxjyID+5gxSqmPn3n0Ki0qiQNZpIIlKhF0wpUOHDlAyZL0cUTlyei9fTi5yE1rWQRgwNlYY2/Y75o0vKQJQ5PqCabZ92MYn4pBQu9Nvq8w8vy9aNPR3f/rIxisDNnSRtsmyKbCZwhqoX1axLghkyKuNVjS6gZGq81OirCnKeEC9k4RAOyqKc+7cvtU0bGiOeDiwH4iY+/UdqDT8Kssaw2Dv3C1WBCYlPHy0OAMHDrbswG2UaJDHbOCGKvWUfWCTC5tqrAwfJ0SWw4qarARDZrftf4+TjJ/mJXK/HYC2TEHgMGviueP1xqyleJyoX8pMshwCfTt/BDliII6YkAHo8LlYET/9mbjAYtgwueCSiyGOTfKnf94eZMXwaMwSjefxLTM8W2OfMx8py0ya9xoAl02rMI6ZBRxAW9QsWHmJAIr5vM8m9fVxLKNRDwDwZq1E9LOQZ4Jwm4mvSW66NM01Nua1LDzOrQ+SfLCZNmYCATAX3dQvEubXwJo2Pc7LGBbLi7LirAL77Bkl2kzZfABK6IPIALQSjva7VZkNonh5UsbyqX6XvKYGadtYyPmqEViu0FL/CmVJdlL2KZtzSJthztiGFrw/3+nN6+lMX0FoBs7aNBb+xbxnMwO0od9r0ubp2brsmLNObMwsY9uHtpED+GcUjKfG0xfqZVPx2W+x3hsajgKkDsp+oo5YoVijB+67z912221a4+hGO7nPFr3v3lSl/TPEos2YOdvAY2eF2hoFihoUA2htleOk7N2Dtbvd088/51SG111wxTWuWYyUvRSS3LV+lXvmvv9wV8+Z6cr1TFatXu669+3p9qt11dMqhlsikFGlLNA6sZ2AFRIKmhTymyh90cSJE+3+X3rxZQPeCPvpH9qsz/F8Y4LTFVdcZnUAX3pRoUjZBtOVAaj0rA4oTZ/afHvFSo0ePUZtrU63KuaAGEoFrVq9wj3z1NM2ZvQtrj6wz1VKy3TmaRPdZXOmytPeadoxQqTlslV7axvdI0+84LVdBSV2zS1iEgs0H7upNABlIPr3G+RWrJaYXdmeneVk+CLfjWocXeIuEWAbNHSQ6QEJ3WO3KnRcY9r0pAjJDZemd/qsme6tt95SbcF1phMEeDKHmed1SujYvm2ru14ZtQA5C6Vrvu2p2aONaJ1CsCQrHFQmryr2K6P2BOnzVghwNGhhEsqnbIEBSNV4Z4O5+fv/Td8udHu0QVXqWQwbN9FAapHGA9lK40HNOzEKbbU73D333u2uuP4WV9lviMCbmAYBRG9DfPJQO5BlIoek/Y0Wxf88gnFLJCW0/+Rx/nYcoM1CaNq7CL3XqGpBtFusd8YGAFdZnKfMwGGqrcVz1fPTszmgjXflmrUKnWKvAadKUundzxyBQ5JJ+LZ37ZmdeNVpwHO8DFdHwK+j0UiSDOnPpP92vNdwtJE/AtilPsxopO8h/m7VFsK+w3F89QW/ax8PaEseN4K2TLJguA5muz+eT+zRonCVqnlIn2MYe3TMOExkAQOU9uw+6HbLiezevVBSgu72PC05jr1Ca+eLzTtN30vC2dChgyUNKVDNx3ppI5VghMOCJo59q1AOmI5H5Ma002SwErnBr8Z5D0WHuV4rPG5JT36P8PcViJuYqKEDWfJUwAmeDfYSpU53PrMogDY/eMnN2y7e9CUSt+ogNHxnA23TwThApQR6Awf0liFU5lkdRpVNEp1Zi9u0aZMGp14gbpi+ByjDswGrSJ+kDWKDOtrDkLR1apIHOsiSDjaqThsZYi2cSwAQzz7TmooN32pLhcr1mAZGIxEqiiiVTc0mF6EkfT6W5DCWIsEAGYiIACmAtsgM8dNPrGw15/SC5HdjSQIIS4LBDNNBpmBiYfsxTmTZiLFJvtITPg3A4mczrCDXFxjDqM2K50syh/F+4vntd03KWKw1+dyNLdUzZsOM1xNBlh0TcBKAfWR84rh5nyD7igJ6C4GixQoC/Ph5zxT5RsOdDsk70X5AZWo2DhiIvr2qDIBt3qb6X3rmNOctk6Zq81ZR1TKsxfQDtEKxHgSSweeLm9J0l5RuPxci+CzU3zG2kSn02agkNqjsBWFAFg3HiuEezVvYRmoOAggoB4F4tFgZQ+VawOWdpH1ChxlAabxzK7cAB5FQ5ibHysJnBnT9N2DDSIigEC4AkfPYdetDMTyNM+nHzYdz7JnhZNk1e9AWmTYvoPahUTMieHLkw3Ymi5I9qNX95le/ct+99XsqVKvSG2K2WYMHlTi0c+c298LTT9o43nrb96x+VX5JF4Us1TtUBoxsLEBNk4D0W/Pfc2tVu+ysqdPdoMHDDb1/tX6Na9rzhWtU5ulu6Vj7SP+1R0VolyxZ7E5VDbY/PvyoKxDIIhOvh5IT0MsBZijfUaTw5IxpZyn83dM9+vAjwg0kaShEqw2UECfAg7kJiJ8+fbo7/YzT1bvzZRX99fW3CGejEaT2G5mAk5XoMGPmuTbW9qxlxGk3BePCc7X5THYldf2qyt3smWco7DHcwuiWsSs9V3F5hfv9fQ+J2donx6FSQFbjcFjATaxVIWn8+p/q55ddfJl7UMeurKjyJVlk1G+Qzo3Pz3v7Tf+gdT5AGE6wgQOxcbA6p5062f3xj3/UB3w4F9PWKWQMc2xa5Vx//fV6Zr90M2bMEEuo+SfmeduOTcagrVq10Z5J716VbmC/Xu456eGITpRJg1XetbuOqax+2Ynizs0GlqdMPd+t3bJL7Oa5rqqHz9zPs4QymnFrPWkttgnArFm12DKcP1m8xp113qWuauhoJ1ijTaqLhacLSAYBEyGdMYcikWluGXsBwEV9ccZpDpt1gmVrZziiXU2/mf49neQQbGH8GHuYgQOtRRJEmrTn+Mdgm5Fpoaho0Fvs6vjhIhgEfCEb0FGvkzN4oLbBWhnB+APW+tLoG7AqyU72FUFqxxebZskye0Jm086C3yTgS9rtXONzLCCW/H5OgBnG/1jH6ejOrIRUwhnPGLQwxsn9zEBk4rkm96fk95J7XC4QazbQHqIvbeR7xYJJfNtAIzoow6EXWaMt9fvdqMGSAqg0kZXflYOPlnjbjt2qU1gvyYASBySRGDRQelhFBwFKTYocUgy3LU81+dhLDtcJtA3SvM93XwrINSi7nGMIzdj8bwO5aU54vbr/P9LPlriGfCG+lPBDuJN921dtSMykQEpF2ZPZbT4bcIiN4d3PLwFO+QQDO2E2XMYgkCJOSKd7VYXbv3ePGUxKFnhvXtq0QbpRpYjj1RP+BJCtVyNVNg2SBUq0sQ0eMkCbgi/BgC5kq266pdm3zSrvUugGajAIIy1fob59tkDQifn/iT3b84lAwUAb1xgCcyBRbj4ieGLB4HaYIttI/bfZ8LPAInoD/l5j1bDomcREBCBZnMztBPqJiWcbvB0jbqh+F85cj7EdPsEh88zitdobXhPnx98/Bz4afwcVZjR44f0IBnzfOKy712ZYu5Dwk+cYf2dWWTE/UpyZJKGOG9dMmIOfJiy2UfJGjueLkBnNoNGzpr3Lhjw6Am3cUSx2bP8mvKaH4IFDMEym+6IWQWj2jS5AbC3yfrIVSzVn6IxRJ8aWiOaoUdIjqP4WRUbxOIao5VBtLRt9tTVip4RCASyW/gjQS5asoTaPARmwrbFzPos0Xj/ZynhfzQIjDQICB2G4bI3A+HktHh4Rz5DvAiCsdIi1N5EmTMOCTs1AQSj/QGjUeG9YRM4VHnwG1If57ceHdiUAS/8VABsMTysXwXMJ4fOYgWv0eGA1LTkk7Bc4NDYfwubI5glgy8xDc7oEFmTLXnzpabdy1RIVoL1G6ekjmAXemeKpWEYVmqh6d/99d7namkZ35deudn0HDLc+rbBMpL+jM61V+Ky+scaK7q4UywQAoxDvhjXLXdGham38zbINXe1zDz7yiBW6vfWbN1mB3NvvuscAcr3Cj/XKoCwQo1QuQN5ZrGVrW6M7ffLJpt2a9/rbKvi61Jw5wtvN5Owz3fVjkLznU06dZLXKSHKi9iORaO65UH0BAaG9VKcPUEQm8Y5dO92777xlIPGw5jclRkr0mf0KfyDP6CLGr7Sok1pk3SD2jILAB3SwIoVHFFoUSL/rnodk4NVWj/mh/1paG8W4ydEQ8EIfVSkG8eqvX+XeeuNNeeN73S233uqWqwTN0mXSpmmuEJHAqYDt6yIGGeB5zswZ2gyGqhvE4+aoYousOC/zT/ONddirVw935eVXuDdem+tWr1xhCQmXX365GztmtK1JyopUdOmuQuNqvSX27403X3Wfq95lmTJ0O5VWuv6Dh7o+6tVMCHBg70o3ZswYt6tanSHOPl+ARBuW1jhzGN0XyRFsfG0tByRdqTHWetjIsXrmee7Zl99wgydMcj0HjXR1Ss7BcWmWzhNG0IM2zyYbQxwce8+6hXnJhLb9xZc98K9QHDcax9RaSb195K85QJudJjrKZN1pPqBr9aBNWlbWtMkSPBHAMzmsZ0Pl+hKq6eu72JpG2oKF0hHwI8gpeknTZuU+tAaTkZ5jXmfqAxnHOhH5yQXs0iHY5GGOBuji59KfiXtc5jh/BmjLdb406DgaYxZBW/oe7HklnlkuoJYe3wjaAEM8S6IwljigKIJl/4YuOCSHCaJZw/cxSmbiOTbJnteKVd6sSF7n4q4+vKrogZaxG6zexMXaQw7JzmzdvtftVlHwLnIwhwzoZs0DWhUWX6UM9ibJN3CuOmNnDXP4ue0T9DxMSwJhX5o5Tm7AWnvQliZaIqDN4I5ARHnQ9uIyA22anRnQxkKyTc1ABKihxZ0g0d021UYjlMDGSYi0WJvriJGDDFiVlqrYo7ziL9dttiQCGDduALatb7+eouBLzeiiJ9m4kTgytW46ufFjR1m2WE3NQbdRhSyd9fOSQQzG14dO04seSttoB/OWop7KbggxNyDU2AcfDvX3o88HVo6hswnYzngkp0VoIRHGIdcki+9FgJLZkNsBMj6VDcseseDCds6kifXT2tdRI8uQ+/P11ZJ11iKY8mg+C9piMd0keIvFdCNo43dfZBdWK4JGLtVrUxjHWJjTQHzIKo6MXryPWJIiawAiSMiyi0lNXiwcGEN7MaB/SGGYMgn5qVZPkcP+/cTeKpEFJnajNGwApRFDBrr16zYYVV2qDQ8whs6pi/Qnhdq0fc9cASgydCi8KvBnocAA2qMNJ+RmoI3wIWCL1Gstehqq0+6nQaDJg6/AOASJAIUSrb6ZdjfP6Oi7FNCFlSADTUekbk9TOB5GxRIOANrmkvgla0V9jWULTENgHmOYHbatXjpPQFvSEYgORwRtPptXJ6A0BmGaANpijSxAG4VwGX9YHa6jM5o7MSiPPvYHrUuFiqSB+vY3v6ONqJ9lVDEmBWF8qLhP8Oi1V1928954w1179Y3K8jxJ9eroq0dZ0jxrjFyvTZB59PnaL9zzTz7sqkpa3Mmqfdam93uqjh7XSN22WgHsrtKwUZ7jwosvsFpHv7/zbks4IMmI8DTHsfCnnl2TOhiMVpeCKQptvvLKXPfhQkT5vi4cI0egb8KE0a5P314CYzvsPtGINSgkyYFIZqAERrX0JjUC+Ngn7tdYWDKIBZg4lzmxMliIkK2wsUa9uwrt/uynt6kQ62YrJsuzGjxotHv5lTfcspVfyDblWbjVEqLIkhc7CduGW9MgtuvSi+cIKAoYCUw98+zz8s41P0MfZPR5ZNvD+FysTNJTJ09y9937gMCyQJyFxClAXkJwx8AlmmBqw83/+COTBTAIrQrzfKDszisF3KafM8PAao2YSjSCK1atdIuWfGYh1nLpdropnEcF9pHqMdoqIf6sc05zH0gzeO4lN7qKbgO9QFrjQGIFfRcpMn1AxYbRUa9RC7ixE08zprW1ucE2t//49a/cpVd83fUXcKtlLhRVWrgUwNkkvWcMyXt7SAKbt0+ZkGkAWd7OBTucIxKR3qQ7+j1BZOf8COvb1o7Ww959u83pyNjqsHGyTtEGYytg6GHnAc1W5sgkDorWIEXQ2ujes0dmv4mhveSJ04zV0YCVfTZEfjq6v6N9/3hA2zHH8Sig7WjgKQuKs2QI54pyjswey54cola5QFsmPBrYujT5kb7+6AB7Y+qZNhwy9GiNcvKHqUYae8GadV9aohohUVqVjRiofrH6DJYYBhxdKNGbg4e17q2DCXuomHxp8YcP6W9Az+vVJQszkK+ok9bulxu3WVJO584q8i/7QtkdXkSGYq1YS7LD9gfgZryHsXBZR8XD1ECWxHvPtQ6C6C2COJNr3fnSCr+t2Rf8Zss6s4keBHPdukqzoXAF7u0X0qfgXfZS+nw/GRQrOapB8kVMdWG6988/X6fN0DMabIh47mPGqgYSPR20BKDx8c4wTr4AZJG0A0o5l/dGtl0nGQDLmgMsRKhp8QJ2So4BPUosGO/HyCV7JSdx5iYjK8HG1k4cH7fR9vRkkk3imHieyRIhXhPnxyqOW6REM6AnMbOOmPgpK5MGfelJmvSMjlxEgDoeVta/aYfuU5PgWBR4BAa2+CJDFsJ4MZznGcygcWNmht/9kCSYncAAZcKvGdASisaGhYwCBs+etkhdKyR01nn3y7jKH7B2PnuqG5TRs18lFnoL2JVo49pg4AlWoFJJKxhcSjD4Th6kchMeFXMASwZOD/Mizg9CQJZNiVfE3AkFcHkOdEpolIdloIrQsdVV8/9TgDPIL2yN8Ij53bRp+gdsHeE432rLV7a21m3+aCY+9S/f8zUcwTNtjA1MKNy1jAc1wegkwjUknQF7Psa0JTpssLkAGg2/hVB+oNSt/RVzPjhfJQoPvDlvrjK3+1iZjccff0ys91fuqq9/ww0ZMsTWMCV2DARy/cgaFAJcruKvb776hnqGTnJztGFvV/sWDFYdOj+NF9nh+bquh+7+Tze4B41V68WCDZXOrKt7XGG6ZcuXKJRc7gYNUnhB4AVG6OvqL3rqqcqkfONtt3jZMoGsCumu1I6pqMzsS5kmwN59u6Qz6eHOO3+2e3/+Avf6Gx+bhJ2h7K4OBWecfprb+tU2r/mSTSlU6BTWzborIBo2TYjEv3rQhMCxG3FeA5zMocDO6F4pyzF44CABvAP2hKafM9mNGyNph+ZAraqZ91D26CeLlrn5Cz6Rk8lzKJXxVkus5lprUg+AZ7PHgwY8kR2/VSH8nWq5VSR9LkAx1mtDX3XdNddK71bsHrj/LgOyJDAgYm5CR6dwLGAD/eYVl1/mHtVzgpXjvmgbxlwntPvRB/Pd1LOmuyuv+Jr0bl4usF9h6HUbvnQvqBNDEf2Y9VkE1eNHn+BmTZ/qPlk438K83/nZ/9S2pHqFund0yfRgJZFmr5JMVq9eLcAnRu5E6Qu1qbFvsCm2NNdZxXfCy337D3VjTjrDdeqmdmQtXj+JTW6Rt11EYXQL84RuOox8ggW2VRC1aAnNb9r2Hc/vxwJthEdtL9B6AtyiH8yE5WD6cRAIiSpExvsxzMt6t+xSmyLe7ULHCmgzLZPpuyMpkL3SPwe02f6RkpOk7/l4WKdc45Rk7Tqy+7ZfWpqFf6WZvuMZ/7j5xutMg7bkMY7GtMXzR9DW0bnbgTZb0WAP1p6cHc3j4YN6mYN6QFp4WOKqqkrXTcmSXZQlDWDfrvZTffr3s32iRglD67co6ienpFDMHC+6J3QRgTC4fw+TEwC0kKigSVsrhht8kqcyHySwoXlT43bLIDUswl5oJaNIgNK+YXPPR9ksImdRRO4g7gXsE/6O4pyM952x+yHJMsvEaU3dMffzsON7EJKl45hOnmXrrIsfrXg/mIvCoQ11tTLC2jAJV2gx4AGSjdFHVb65MHrykUSAEYqsDdmeJ5wwjuLAGmTRztCWFnfOc5+vXmeCUPQ8LAyrayLGgQUE82IPOwAQdB6RKWHXjf0/k4CD+4hVkmNigG907kV/AeNmJ2sAdukJZuNhoSw2VT7kfxpgTlgLz5R58Bh/pgf/uBbAMT705y7gXIs1DeoIJfr32ntMcSLF+4k9RT2Dme4xmr3veI3p81hmKAyXaRuDaJ4ChxxL4zpAGxRZPN0qC92KpStscfAaPXqktaCqFW5c2bgAACAASURBVPvUq4eahqvOUpk2fksukPHEuBbSQgimQ3OL+lSaIlYrDZBPkVtPWXtGjBRrv3F7sMXmaFnBeqimbbMEjLAWgg7PEgfwIYJuzJiDAFIjaOW7xk4Gb4pxsNAs2UIJS5NxJgLLaoydbRbUgNNshh1DNwrbjAQhoXnhmLGGomfamJKBaUNKEICh9R6FPdQ6Q9Fpte60VrcL4Lz55uvuxz/+sWXgdlE46GlV0f989Sr3zW9+S3qovlaTC80ebcEMfOo8pWIz35n3lnvphRfdLHU8mHL2VIWO1N5FAJMSKFzTOy8/7zau+NSVdib7rkBas6mqxfaie+2tdwXeiuT09VeJIJX+EEDZtGWrnkuRm6pMyXPPm+FeeOE5t+izpVZOokA9iyllYQ6d2J99Aj1jTxivmmRnWQP0Dz5YKGDg3IWzz3FLFy+xTZTwOIkoBxXioiQQnTJY75RmqFYyAi4B4XRsAQAG8FOu64B5Y16WSDNZq8xCstop0kuIsVTiyquvvkzGvkgZttskPK5x77z7ocqiVGmMEOpjAoB3bdaar0ZJFtQ8o3ZTq2wdxz7vvPOUNb/SQG2ZSgUQHqbs0bRp06yJ/PPPPqXn3aBxkbAdfZiut5zCrbrOLgorz5g1y61YtsQSuw6oNRV6PuQlzONucppbxDqvkbM7etR4N/OcaXKWV6k0TaM0dA1u44Yt6g7xqWXIko1/yZyL3RqFatnIOhVUuG/c8lOBuq7GDh4S65rXSYykerBuUS/nOiVTnDX1XCtzoNwLn7YGo6t10FS7V9GUL9xb737sJp453Q09+UyBd7wXH2KnMSOglrmTqYloK9lvVNG/9KDNRw/+K19xvcHue91TIjuca9J8YT7AONbJWcBRsvpd2tfY/8xpB/TBQqsDRoXKVBloC2AnFh2P93As0HaEffy/BK3p8OTRxjJJAGSvNwva/tLn0M7W59hLk2MTxSIZkBe0kJlzh/GIzy3NZib4CftKvtZibHN4WOTQ6GH9LNQPo418pryi0uxyncKhG5R0IyOjfaSbCn2rh6jmAp1u1q3fooQk6VAh10wWo6etiEQPMe7IW2ql5d2t8j/5ZHvb7iAnng4HJMh58am302AA08my9zB/YmZtkAQYZvDElYcP2czbDGDm3RxkS0yUNHb6jlfXGvEQtWx+fYVtS4DtkAYiX1fTVSUNBgLKrFm0/q6LrVXoYZO8Sa4bwwkzQiYYr22qxXRAJTusXx2qTkPEzUrZV30tif34PH/frJBogcAdja3JEAUE0iQcKjLj+YQQlz1oNn7r3gB16au6R8CWBDURtMXEBbxtD9iyDJk3JQHCBZ1TZoIFMJyZXEdjz44x2/9csHW0w6WPlWsh2nRIPPi0B5UBDvoMoUT/eX/WXNeafC99viS72dF38biZ/BhOK5nChLGTqoeivJr+qoeDkLxB9XR6wepqk1nxxXpbCGXaEPvq97UqMoqeslSsCouqRDWnuPQ8zSnE0NYiCoE3/T4RR8vw4kVagoNOi3aP0BilJiLbYvMGHG6zwBvzTM/bYEzi/XlmzSC8v3R9x3uVfoMCtEUvPY5jTHbIiLHD92xex+8au63QqsAj4bqYAg5z58WofuLFOR5Bm0+8YN3Saw9Gj2KRCdbZQjzqzKCyJGQ5NsrRmjt3rvp53mB9KQtVhNh69UkUu3rVMvvbKSdPdmdPnWGleBgPmBvvPHnAulMlJu679y57/zvf/b5EusoqFWj76IP33aoF77qu0nz061llpVkWqfJ+/8FDVJB3icqkCEgolEqyAQ5ZVVWVmrjvF0ApdkOHDXCzZkw3W/CiCu5iJ0hA4kXiR70yQXlujNlll1+ia683icXChZ/aePcWkO8hI0zpDJxIAAsMFWNCGaL9MtxN1Eoy8Tj6ROdDZDb+PmznW1x5MI/ODRYOuzdp0jh3khjJlcuXqZzHAjdy5GjLNl25+gt9Nl86NxXMlZGvV+ZrsTIF+ikasVUbA+ANtpCwPsWEd6lcwGYlWZEJeukll0nHW+aeElgeMXKYzqVCnXJMJp98knWq6KnEAYDZp58tsvk2ZcoUSziolb4Ox5gNitp5ANG33n7P+tc+cO8D0nkOcTfccIPbV7vP2L1qsYNWH3P3ToHjqW6BuhxQigRAXtfU2V110w+N3VM1BNMvrvl8pWWnlgnInXb62coUZkHhCImJUmgUUNwsbeL8d9+28Z8ydZab/9lyV6jrPfmMab4cCll20vrkK9RrujaTXkS9cRK0kegTGIb/YtAWQVosDG6sODF2ZpqmABu8/a7NnDXI+NiuoHmKDKhFcyVYRts7ANZ26ZpPpjmU/Um+coG2dh9I/5JxmrO2N22vj/r9BBsfP5fLWe/4GP65dPSdXE548ljRPsbvG5YI7FGuc2Jv2+3TCTtr1xH22WOBNo4RHWm/fvX85HiVqRjuiMEqGaZnCOEDG3ZAxcLXC6fkSZPbmaQmeowO6WPZ//SXPaB2U9u+OmAygh49eqmslORb2pdYw2jWWOdNKsJOuY88hU+5vVbJJljPzQbSbDZlbDSgjUQmNOHWlo/oIYIHGxcP2kIFzSPGik/Ee0+OXzvQdvur67QvhHBLADQ2J83LlmnQ5ndQ+pJ+PcWkyTjKjzTHq05U8yYV2ewkUFYs+t/T96p4ftKJtnmyUa9cpVCqjBqsQUUXpfjXahC0aNic8MIojou4GcSKESrQIGNgrQBdCK3aRsvNWnyZPd9r7zxz5p9wct0TevKvMIgB4BEatQnGd23T9J8yloVPsyFbWCjLPPH+ESApAd46WggRDKQXQ27A5Y/y5wC79iAq91UkF36cBHHjz4AmO28Yh8h+BQYoLp74Hbz/XOAv0+A2x2X47/rxjpskxpCwpIEpwkltTW7YUF8slBAVKwDQdlCLYueuvar/JUZEpWLIIKWYM5mloAg0cHn0etM8gAywOSuLAGiz0hZmPEBk3pOEUYwhqqxB8Blgll3G3Aoh4fieGfxgZOI4REciglfTqBkY8H1Gk0Yu220iOTiwfEav2UxtJXkHh9+ydX2olONkWk8FzzNq2GLHgyxok2MFuyfNhNWYC6FR9IFKrxAb6aRhe8gdUBLRD9TPktHKl25UUM7Oj3Gqb6jWJtrq/vjgA1a77eqvfV3goa+uRWAJdlIbGbXPuD5KpTyrwrirBWQuuHC2dR349OP5rkoC/gECLQCVVatWOXqKnnHmGe6a625yW6VLfErlQbaoKTqhiZ1y6Eaq8XKrjCItY2gpNW36Oca8vfjiiwp5qm+pWDlKdzSSpCBbUatil43Sv5177jTXQ4kMjz9BdqvCISopRPcBK2ipZw+jj7aNaCjgEievVskOxbSZoQep2CPfuJ2SHA3W15RwdJUyLC1JRc+cYxxSlilzDfHyaoV3r7/269aJo1LNwtet/9LYtS3bdrlnXphn8o7RIwZq3C4VUFS5ox1brbE94eF9B2rdm2+956ar2wQs324xXSdNOsHqDgIycSLQrhGa7qekiU8//dTt2r7DDZAGZ9SokTZxcIQBcgXS3ZG9C5D+5JNF1nP1a1+/wtbG3/3t/1BWaJP75q23WX26vXsOGKtXrOukVSBgCjaJuVqn+nvf/t5PbdPp1FLj9qj00tKla9xJp5ymHs+99X05wvlqKaYJUmRsdINrrN7uli1ZqvtpdNPOm6NWWNoJtFF+snSxBN3b3Xmz55g2Ud+wjdIL+JMBiQjaYkQnqe/pyJIe+/0ojTmaLU6u67ivZGQbWuAm0cExCADK9gjsQugliY2xrHczPZQHwrjQXUUyDf/JDi806dSm7bzZ0/9L0NYR03b8wK3ja891U2mn/QhyINirpB1s59gnQFvyu7n22eS5IsOW/Fwm+qE9Hj1ykdZ/c/UuN1GyhhLp2IgKEcFbtOxzV9ClpzuM9ELOBQk5h2p3uQn6XDHADodbci7mLRKuNgGcJZ+vVbuyCv9opdm0Uh4AeuEhEs3yTIcrwoD1geNMCRjb7zzGMNAWAKk57wbaPBuXkWCFCE/Yge1HhBe5nl9m/7399Q12mIgCrYgqA2t5nK0yKPstBDVAafvdVcG8k2UUStynG1smLQr1SQgp0XeUF1WnaQGCGAD2gwKUdvNCqmu/3GSVxq1HHoJjjAglBAIABfhhDOnhZUZYxhoWOmb7sdcxYFFsnRTCx404sg2WeBCQrWciQj2UsEji5hgnJsdiIadBW3riHktDESdV9CiONjHjsWPWqAdQhrU79HzSCz/7mNtfadJTiSAtCTzicXwGavaV6dgQFp8BGsRbuUCbpfRH4NcezfoF5cPrGCayDXnh2VK7irIdgP9tW9ebbuiEcWPcKjXPJjzIZjty+HCJqlWQWZokwlzUFLNwva4HPUJnGVQ84QILGTIK3qOndQjJAoAbEhEAlZGNNTCnORWNiM/M8qAygjav5/QsF59DZ2ZjGcLHaS/Ia6V4ZL60SMZAaU2QKm4bRnCGjNmxBRyAm/7VrDAjG7bVieOzBh4BbZ7/i56ZeZbhGoy1DEwb+igDeSaY9qydGREAsUBbUX6b++ND91vXglNOmezOmHyWACJ6P/XEFMCi3RVUPswSz+GBu+5UBfFad+ONN6vsRj9cNKkN6bmKXkllTwRmKkTPvPnyC+7dt98w0NckD3eQtGcjhg1VGLvZ/V6Zoa26JsKh3bv3dlcpSxVn6vbf3ym2aqRqZe1V4+4tYtqkI9G8oGfoIRlAemAOGNTfzZv3toCbr48EOwRjBMNJSJFaW5uUELVnf71KdJRYm6YygRZY/BJdSxdloAKCiqijp7IYeyTVKFf2VyO9Y5XpSNi1RWFUwqDYBWryoYcbqC4QzAdCKswZ6rDRrqZW4fjpU6e481QK5JDqVVK8mc/VNBzQXCpzDz/+sjq3rHE/+4k6ByikSkkNgC8gi+eep42ChvP33P0HAdOZ7rTJJ1l4pkXlNACP2EK0lCXKdoVtBoyVq67UZZfOEaisE0hUaQ2BChieNm0MB1Sv7SPp6rjH2bPPVQIFtexo91Xkvvejnyjcc8j98Cd/a4kJZJnmywjX16vjzK5q29gKtPZqxEBef9N3dZ4yt2PzFwJ3KncweJzaf/UVm6AEDbJI6UBDPU7Aipi2+e+9obnb2Z2njhnVDXIuZO9rxLyR3k3IvVIM5WlTznANbSoHUqzxbtYco3d0AtR4W+EZz5iIgNYzykrSttb/nv57WoOcZZdzff9IR8rrrCN4Szv+RgxwzWEDjsDN61J9RIIlT9aiAb/gFOa+9vbsWS7HPJIISbuedo47OrZ9J5E9mwRH/1WgLX0tMboQ7y1GrnLeK4OHXUwwcdl/e1LAYhfJv4c5EImZbDhdJAsfxtbxHWQJsk2FOFrDByupRokDmltoLVUv161Wy70WZYJTukiemytRyz3XXKMEt/7Wj5hiyZhpgNZurbGt+2oE0uTUCLBZMqDmvhX1l6NJYhElmawEk+yvLzzv9fxer0zI1OuPY81M1o4PDXumLaMTCCSUfTm8MkQJn4xRqeQefdebW9VpBs/Kb6qdVLKDVi3mXal2yYTxI63C/O691cqqGK7+gFvcWA1Kab7COfKyVyjpoECLlPpINtg6eRlhj4Fq98GYogcSElZRbrdT3t/efdUWlEAobA27ITL1NdICjDCwbLpAX8PKheMaCLDwVGDCQi9Ka3NDIAxAx57OOU0rQT0un/ETMzz8hu09K16Wnm7X4FGymQhjaEImbQ6aNx1TPx4haUfALS6yQxLDdpZBziRaJEqYHG3B+kV7rE/4vx//Ig7HS2gtci3AzARjIZJIEErFWGNltIiERFWDT6W3XIW0Qut21Blw7l6mTbprhVV579GzmzbZYlV//9w0TmPHjldx1yUqu6ACn9a02WeYAbZI6SZzjhph/z9v7wFf51Wley8XVcu9y723xDVxEsdOcSpOAUJCQhnq0AdmKIG5A1M+psCFgQGGYQIEAgHSExLSG7Hj2OlxbMe99yLLli1bxbKk7/+svfc5r04k25nv3k/8gmSdo/e87y5rP+tZaz1La0DsiqqESgFoKibQ7Il58fCRkuj5LvCm9yXGTWOgQ0zrwPtOeoJxPpfPpTfa2SQJqPk4eEg+5OVl/wuJ1ymmHrqoitVIz5B9b47qjn+jSrXUkcHBmpKftfkdjKrIIAJChjq0oVIybCiMUHWUnqVBhUCs9eMYJO+8wHNLPuOhB/5g58yeBVNeaQ8gbDsQ6YfLr7jKZR6gXlybqx4QU1rBuIl/w0jdj2r/gf277N3vvsbGTpxCq6kGGKkgSeIdMoBxg+lg8I0vf4HPIWQNaOrHHI8cNcp+9J8/oWqyyhu310msFdAiRueCuefbKPJif/JfP/X9J9ZJAEq9NZW4rwoD3cco5IGuvPJKW/TnxQCFFz1PSuMwnDBqV5imRQtfCmw5YzSefoHlFEuUMO+XzZ/Hv4cDKo96wvm+fYe9m0oVeVrFOI11DYAXwIqqBAVOlXumFlNiTSQ5IgClL4E4MW3KRVQYvjtVtF/54qetAQ9eHal0z/JGxWaVlHQnrFJNd4VfUgzwbjToziAZWjmMJO0zYJrLo7Srqhw+yjZt2GWLX1jqzzaAilfZOk8lYVBVeLBvLyFf+ouOGT3Opk2fAmgKmnpKA5DQeCMGVAfLU089a7uRN/noJz7uQFUttypgFosYp6N85vf/82f23Asv21//zVdRZa+3w/v2IiC6zw4Qju7EvmrlWtIeu+nGD3uxy0bkmcaPm0wrrIHejkcsg4Mq52RpiL13C3mFB2wjCdsXXroAdo29yfu095SDXC8pFg7AZUse4r6224VXf9CKeg4mnEToWOyvqrgBdmI4i1yAOewfrW9V1KrC2Q/djBlLfT3D4RZdlxRVwU66lI2cSP8j7bl3xhZlLWaKzLTH9GQd8CQ5lfQ3tdUDYAl7vA2blBiXaCPcTrdzlqT7KGSvkr3W3xSCoiygC5+ZKf7KfF72M9PfnOxz0vtTBWS6t46YzBw4e5vT39Z5L3Ryc2MaxyPMYQgf+nMnB9c1zHhFuZSeVuOnPDMdzoXUVUP2WpmlaLZQcNCTtXrQq0ZrKF4bg5RYj7KQA19DXtrG7ahTFEM84QApwkNeAMTZMRs0YKDvMYl616COUa++z+wVRRrCXBQ8k8+nJ7YHFM9XsPj5r7SuQvcmoiHcp86irthoPVg6KzQ+KUc8ux6yayD8PgPq/vvJLRRGBFFFXwQYBjEBLU2U3E8AsbIh9dCrVCzA2JSRTyEtrdGVPTwBvBaDtx7DqzwLMQs6kFSS3h0PcAStIKTxps29H7B28AgHdwRSSvZ0AVA9hDxSByqeWZQPwzkTEgZFSNZLaYUREsJ2NoIbjzk9kgnxw08sm+7FAVug6POsXDhccwvYq57ipssAlY4YtZOBtrdt/Ey4rM2M+vOESc6Hc8M7cpN/EtHJ7LVOBdqyxqTwHtLCaO/esuHR9v4uzAn/57lTgmoqpQ5zKQq5grHszpk0fGgvV2yvaSapkwNozIAetm3jWg8pKfdsCOLMCouqN61YjN69+gHi1ocm8VxbB34X8rI0f8ofkfev7SKQJ71AHcDOYPn9hPcJxEiiQxvG2TblSfvNxkrO+B4PX+bKsAOwTWUqvpkivZ01PLmweoGB9INIRRYxxyQH0goSa4OnpbMoXF+shgO+ID/m351NTmkAcf0nQbYu/F7PqLZdKTStPC9VTapbiEJucnr07OvXvuXK29OnnqEdBhCrtueff95B0pSJk0jiH8An4tiohyQiwb7+1BycPfHIQ/czD2vsiisvsyn0BQXv+P1JC6kUoHT7r26xA3u2Ua1FiT0guAQ9sMeeeJK+pNvsjKlTnDUSMNPhKvZK86Bm6WPHjULC4zFvxC0tPO1r5WUph/UYrbIq6AV6zuzZNufs80jCXwlIedoZwbPp2/m7O+8NuWeMURM2ZUCfChs1fDBFUZ3t6isv8fywrl0k39EN3bZqAENXWw8rt3b9Nu4dUEaI0J08yWbgleu+9dkaf7G2CWA3ibmStIv0ytAqO2/mmXb5hedYwzGp6QeAXUaYtIU19eLSV70p/aCBQ+xzn/2UHTu4m5w+KnAlIeMJ7kWu8VZKuLFy6Ai77bbbbNbZs2gBNt5TSgZSUKCOHjt37HHndirpJYpOdOMacj6asKV1sI3lAM+NGzYjl7TN3nfD9bG9XXCUAwsL+ObQ2YFgaNWhWmRWbrUbrnufHT6wn7DmMg+VjsEpamDdNLD2rr3mOgBnlfUeMMx69FalXNgLDYAogdlWwOChqp2Avp22lcKRuZddZ02ws9Kp0ucpUVvjJdB26BAiyjtWU5m3EyTay86+4AprLiLPsEsFQDDkHBdL4kMOFzbZJZkw0cExy4uOtrVlAbC5jYovuIalqr7FLqWcOH9PXqfzZDYt2bGsA9sRKEn2udDZTfa0jRMWQVv2NZ8TOZ3tMSUnAXAd2do2Nj8BHj9fsiK/bZ3zrO1v7znSWGXPrRyjFe1OR+OTOx+j5EVH9x2iGXmQktZrjiSJYMclvDTXAQFEVoo9yfiltpXKgw9MFueNJDRS+JF/TxyNQDTnw85dVe68dKXd2jFypCePGQwTH/KYDwPcdlbRkxgH5zjMvoYxVJErsueskDuxIUonO8qdiE6LXz6GhXMXz/iOUjMTzsieJ9le0VlA7edCZm7bjmkGtN3y5PpWHRBFUhBX9aaS9XSugESRobPJ44YB1mhnwmZdtXojcWPamGBch/UvJwk4VGDsIx9pO0bHqX54Q1Xs6Sz1TSkw6iAqdLzXVyh8jcyE8msiu+VJ3vKsfCAyoSZ/mMAE+KTrIvH0bFIukTMSkmaVbksoz/bQlAR/dVxJiT/TmUDX9kNW96eiBx2kUs9vg/7fvgF8UDPMVpjEtpvmdDZddnJy6qjt/KE/a4dMWnohgL+ONmX2slkvrT0D1ua9cU7aMxb538X5ElDxFrhiasmj4lCvRF1+UL8edL5YZ7WEpRo6UxXH14j+tA/hsNq9r8bHvxx12jHktK1etdaBRVfAmLd7Ui6jy2yo8CTkpalRr+c78rMSo8WWiDkrBPti3ATa9LfSbZNRVyGCr+tM9aqvi1igkgxcIWhLhldMcjLU2ZBn1iglZ8BzeTxMmQ9zi3ULoDA5R8GLFgschHAVEk1/E/PkZKCiJ5aMQqDiPdjv3zUaLYBksTudlBTLNSULsWnzWnp87rV5c+e7bmInB7dBif8Pv/0NjtcJm3v+eehtjQlgWxVTeKC10l3jPiooVFj++quApgcBEGX2+b/6ilfZaQ8+SWh07crXXdx2xDAYMMJgf7jrjzb3wkttNA3KX3ntVSotn0HCpafnW4mpl35aNyRHzpwwxt5zzQJ78rEnYc0WW//BQzykKsdLgKqBkJuMr1rKfOCm99Nzcz25s7ttEZIftSQUiyRvcU05o9IYncgxlTYbUDWV8Hr1gb02bepE64NcxRFaT5VQsbls5VtW1qOf/fzWPxCqHex2RAZaoE9fR3AY9PgKuev5BMjkKJQhJyMWswUNNslhfPvvboY5PExXHBTyAX0N0FJ//OMfubdNNI0fR//BE/a3X7/ZenThMCDULJCk8KDC1rIRfbr3Ji2ghzN6d9xxh02cPMmmUXywYf1GD//2AOCeffZZLjKtv1UB1wD6rKoC+CD5fCsR6FXP1498+ANhTaj5NNW7pRQ1NIoZoC/oKy+/5mOgNoA3f+1bfl11pJnFdbXWaigca+D71e++nu4zB23I6EnsS9hGhqKUzSEmQJEN5YpW7dlEYcI2Dq1im3nu+TCt4jN02KkQSDp5MGf0ON22bZO98dZqGzflbBtF6Hvt6tdtHZp917z3g3aA1lqdS2FRWXedJcMirIWj3+S5YiFUlg5rzUWbg0/C7m3Ji4zZiaGxFGpqx3ae6lfJFqbISkfvPxnY0d9kCYCUJ5eAmqeV/H/8KnS6swAr3Fv+3NJHFd7vqT8+gIE09lnQcDrg9nTqSBJgSQAmMZOefxvvv6vSNGKcTClK2c46HpokTUaV4U6+sHZKBIqxA1IZ6EyO2sSR6OdJZw1mf8XardjFMu8x3Vx/yKZNGsd6DeTCIXIyj7IvevWhqAfbpK4Hsn+yYcFehxMgsWtZofj2xvJUz69rpnUQtE9DaD6tlTRnHZ3NqYAmfbaP4U8eXdUqyl8J4mLLGqUzpYQ8POMWysd7V3RCWHKIC1uqjc2Wzbu9nLYVxezhaJkIxcrIHcXLU35Pjx6h96MMdSkUo8RMFUpwtUYMc7Ny2Rh0aQL5ZCrZ2eO9GXTi4bbAnGQfxr2XAurZwZcOP4FDXUVGUujeG1iIWlUlashjysbbdV0dmAJsPqgRICQPor1B1MB1xLQVsmyFE9zu9U7CpuVo5NMEbafenO2/o0OjFA3mqZ5LrIUYC3XCEAvWs6IEDS0qEzm4jqCzNQVGYfkqpAgUbAHQVcDSTp40AdmAnc40KA9oMMnP60n8LC1FnZ214v0WBaYkjuuJMKGaSx6RlOwVIlTumsBZIWhzjRxn2ELelwvs+rrR5gnhRU1ibj5EWUdZEN+07XiODqgiM5bCoHJ0kteYjLcYsrTx02YMAC8YgZBbF9MQ+KXCZ8plk5Pn9xPzBsO+CBMfAGBgmNP6S9o+rosVX1fmmeh+yaH84Xe/prdlqV1//fsBSzByMFV1GDzR9Gp0LOmePVs32ktLF9tEwpizzprNfSmDVddTJxNsATmo0mhrbTlmd/zhNqowa+wLn/2M3X/HXYQ0N9KwfBh9GPuTL9bdfvv7u1EPP2j/+M/fJRm+3nbs3ml3/+F2bwJ/jBCpwFhPKh9rDlfjzDVZT/IZP05LJnVOWYyMx2HY+jIA1gE6ExS70CXg6QSabYB/9SKVdtyjjy/EIQw5Itrpats37cyhtI66hGKFw1ZNCO/sWTMIrw4jl2uTFxcIhKp3aA0FWHA6UAAAIABJREFUULVQQosXv0ylpzouQAiV9fTChGaqZw8hJisFf4k0l8AGS1ZIdksdDFoZM3KV7cpLL/BcvhFUyOvat/32dsKtR+yqKy+28+ZdaP/6v39qo0aNsY8iE9LE7xVilRPcmUNE4U9pDEoIWqEbgaknHn+K0ORmmwD7NX/+RR7m7EXXGeUTCrDV0Imid58B3qh62YpljA85Y4S5u1fAPCsiwjNUAAKPqboRB/XFl5d5de+7F1wBA93VPveZz7sNfOGVV+2Tn/oMjPZw8gAP+p6rIs9v7sULrAyNtXqaw3cBoKtHo5cRMFfrqSauqdlL1Xal9a0czbIEfLp9xZlSJxBJ9ViDvbXqTdtN6HX67AusS48RyMAAIrsCOg/soVjlAfv0575I71NVujKuctix/8c4WFtgzrULFOJ3LTQHDU7by8K2MVQJuBWCldxhWdgR4R0awkLQlrWHOUeuHfYjC24KD+NCxq29W2qPUenod4X3lD3AE3Pf0WMnoNTRPYT8V4BATENKNi3Ysfzh0xGALgwLFn5Ospfpem2ZNgCnR2eEAoJEhgTxPQKnNa4oBd+9Owh7WTm1XTziFsgB/Z1ypVsglXqXtaCtNiiALrDGm7R1K0P78Tj7SjZnAhimXAnVTvbAELOHO3PO7D1wzHsUqyjSzwE1dZe95zN1Dinf9GRfadw6ek9y6tPraa1oHFJV/MmXbNvQv8/VLc9s5pyiBB4rWFk5BHrxIKEBQBwHoiQDWkjWG4GIbm8GQJrfAmPVtGjRHgtKw4O8okweqjOMUI9itdasXutASsJ1EtQ8ocHlb8R8uDYWgFAHqPgzP4xigmp4AO8Q5oxcCn0lxNpZyZ/a3tyAtwvSOyJw8wmLoE35OrlqU81yEnNMoM+vERelDnixLtqc8VDtCLQlZiyBt8QSvkNbkWP1wnXabpCsgeqYLk2f2JE7+k7vqP33F7KPhe+STEvSNSpyAUEtBBe8YX5PWG/YleEjhtqKNescJLMtWANdbNK48SHBHIbIE6bZaC6E6mBdrWUE5jUfYmS5Hsbd80o8uZRrkAit0Htx6L+TY15TPoyDNrFrMWTqRBPv8zUX11AKf+bmPvNwmpcEnnIemIO3wNDmPbHwR/7eGHZ35yH+240Wn61QoCeoJrDnTkPoxJA3kMEzT//275nwaso38VwPBXK5bpP+obXLh3RWHlZLHaHNe6gI3GGXXH6FjZt0loewjmOs5KkqWd8BL//bs2Obvfrin23O+bNt2Ihx7F9Ja4S+fMHD47ilkXYxQPuu399q1VR9FvGhQwcNRCesp4cylsDuPLNoiX3977/DdeZRqYj4LAKm61cvt5eWPM98BXBbAVhRn83169eRXE+eG9d///ve5wzg/Q89hAdc52N66MBBDGez3XDDApivw7bstdfJdWslfH7Ec3VD31TCk+TdjiOHbcZUWjnxwkBK9RVil6K9wH0/Wj91h3GbMnm6A7cDNYfcOD/40KPk3B0mBCiDrvB0KM0PjcSVPxnEhQUiq6qqPH9Q5Sj9etMl4Uuftyq6Lzz88EMUOFTbje9/Lyxxfze+99z/DEU1++xb/+tm8mr28LwAL65Zc6TJRo8e471JtRbVLkv3WIfMwG2/+Z1roX3l5q9Yr57K4yT8T3/VboSaG6QfReHWtq276Q3ax2aePcWlN9QyS43h+1Dt2gCDrXl9dhHjzD1fRfi5K+DzwN7d9vff/Du77v0fsN/d+4S9tuwtu/EDNwFqz0I8dy+6U3W2ff9+O/fiK628L6192EvNRE/KGdM6gPW6deusB6HzYaPG4oiHuIgKzVxAmL2tbiWbYdSqeb5B42dzDSRWlB6jhG7ZeA7J4/u22yN/vNsuvuxyGzR8rNW18nzkw52Q56QqX4E35fko3O+LPpPT6+dB3Asx3cBBQ87JDWvTd0FKI+0grNSh890mxJi3oe29P8t2ZV/PgrPUKzLLohQ6xO1Z2CyjdDJbX8i46VrujHbo1OdtUhYotQdKC3/X3vOmey8Eb06uxBfbc/BzNjGCwMLxk4MR5paTAzuTy6mLOdK4WKFAEOykvagDogn5INkSd4bl3HOudG6pt77kRw/t1xsHrMUaYITXb98FSBERQN4tNmPEQEgmHEF9NWDrqsntPHAIuyLnXqCQ98kGec/hWIj2dqatLYg6HdCWZV4DIMwXraV5fDuDmg+VZteNg7afP0tOG4Ol3BTR3gdBnvuq6eEnfREXI+UB8f4mU1pfLv0rDM+WrTQnxqg4y0KVxlDU6iUc6QgWT3snpf0NlJ9LKFfJrZ0EAgFRLu2hA1gHulf/6TRTCW66rTCgvhh1JCgMEj2B9PsUxvTCg8hs+GtK2HbwExg3WXcZMk2C543FxNVcdWQEb55foc8T7eoMXceUdgB1YdKyoK29zZh7opN4aeE6J9l1cSz0vo4MQM64FVznVGCvo9cLjUN7oC27wATWQ5WmJgT6Q+AhhQVYGzoIelKNoINNDGwrf6BqHeW9aS2pWtR7LeKle4shPPLATgVw1plwitaMFM294EEz5KEcSVcA7iS+HKtYwziFDeF9QxVaZXiVnyTj4ICO17whdgRuaWzT+ObWgbobxH5v4T2JNg9CuAmMuVeoFcb3JG6r1ajrCZT5BpXP4DlrAp1KnuKm4vsljZD1al1VOxo4Z4pjTogu4vybUjh9b3BRFSJ4QjhjyfX6UDn543//Nxixj9tW2hj96eFHEcK9wC665Eo7hOyFwNgJxl0epLdVUfuipsMAstsRwz2PXpZTmAsl4AK0CB2kyj+JVhY119rD999t2zZs8k4GyqPbBzP24MNP2T/96/dt7JRZPl7F6JU9eN8dNp2m60cOHrCf/ujHri8mmQpVlPYZ0N91vhTnbCbs+LWv/o2zUr/45a+tG+HUEwARI9wxcGA3ehZXOtgR09ZvAGFYFVo00H4LLbJJhOLUo1bMrsC/csIk6q22Tn0Ifax460203F4hBHyx9ezTG8+6npzaWg/v3f/AI+TPNQNekCkCJGm8vd0YkzQUx1Us2+49+xwwa54VhpfHPo32XNu3bbajRw7aJz7xMasc2AemOAg6b6Of8ne/8x/2w//4MQxcLTppVYQ3B8IcdnM5EX1GX+5LuXRNVJbWwS6q6bsalt//x/vtE5/8iINH5eOVI7C7ft0mW/T8UhfOveiSi2AH0VgDsMq+6r++XLORPbNw8VLXorsBAFlPqLeV5+mCXb7jjl/bHBjAOx/4M50Be3pRTClzOmb4aM8xPEJl6n7YvFnnvwuA2svBfA1FG9s2bvSQdc9Bw5w5UzmCinqCph9ODw7+lvWrbff2LXbWnAusudsg8uSCNqeTZTgEZThrJQ3V9tZrS+yJZ5+2b3zr29bYqcJOFJHjxvo/ocRyOe9ikLWeE2BrczrFtJPobLcFbXn2I4j0vt1xPRlgag9cvO1gjHY7nTvpeu2BnmTvBA78UFX6Qo5cOLl9Px3QVmir02ecDLSl+0wFXeke2wOd7Z0vHZ0PWdCWY/9PcgBmHdDC/D79vQpaNEInXLkh2GuFPVM7Rrarf8nK0/AGIehGl97ZuXcfII8XYaVVkKOceKPie2jfCi90E5lwkD22dT97QjhGZwoV290Be5qbY1y4nrMo9PlV545YDezpJiF1y2XJoj3OP2Jb0PZOwqPZeUvpWbpuChenz0jv62hYO/160bbWo6h5T5mIEVQlHpt+C/prx6VszYZtkh6NQkwYy/EwJhXEVho4JNZvQ1Q3NhFvwoNv5cBWYrj6SIpJKVaJujYTyat1OtlVORQFLEXv678mPEe1EdECSfk8OomC7EjsV6cQZmTU/PATIyesxxMpvJQ2VYrt+yKJwEso2dmbuKfDQhTwylfcCPi5JxJFZlNVSnYA85+hP+8YtJ0uWs5ORq4atoMZeifX7MirPMmeOq2XTmbk9JqqLp3F0sjLiCrpWECYddOsAx82bcyIQVZLw+bqKiRkRIkD2r1kWrMtdjOGHyVn4UUIMYFXdHl7oE0gTEn3Wmup1Zk/fwxvurafNrqqLdUxgbXn8+hhgND6KWvIkkeYmLkQzgzhTrFriVnzf6fcMz5CGoSSTfFen7nRjBVy/vsg46GUDWAL46P8Tu6TqkUvXFDeZWT1/M+jI+LMXDwAwvoNuXmhci6wDPrSNbxtF+zHE48/4hW448erz2QLjdxX2NLFf/Z/n3X2HABwN2dEJNMgjSFv/aW9yZ598pF7cbxK7MIL5tBovLcdPg4jR1U4byXf6YTd//tfWg0MUr/+ABGAcjF24Pbf32nnzL3M/to1wlSBTkiRQoUf/eDf7FjVNrueHqPFzMMjgMfNeL3SOeqKpI92dn86JKxfu8Z6gXquuuJSG0h/4oU0c9+2hbAGxQhD+PekKaNdesMrgcnZkgBvqfQ0+JLXPZUOKxoL5YCVkIqhrgd9+vb3Ru6lVI0JvO3ZfcALIopgfItIA2kBYPz6N3fZ3qojLn2i0n2fI4VHVX2sMXGmrdzlQvSzxHJlp4oQ1jxOYcIN118L2zhAhBEh0zJrqEVjkBDrLbf8yi5fcL2dhThtM2xTV9eibPZOC66ZRt7MkH6DnGmTyLDrYzK+zzzzDECvwa6++movChFD9/JLr7lw8MxZ0wHZ9FaUo8L1BCS9DSA5yC8imLubqtNr3n219abrhBju+iONtpZ5b2ysBtSRrtB3mHXrORAZg4P2z9/+F7vysmuR/6giR63eziD03Eiu2lgawiv/buueKjtEd4Nxk6azDNmDMt/OOkiMWJV2R63hSLVX6FXQt7R/5XBnzpT+IpZW5wTDbNV7t9uGt5b5s02joOTuex+ya668BkmRIXaCnOnjjLEcfrEl2j/hK4GbFC5tC9ri5g1vVTV1BFVBpPftoK09w1YIuE7L+LXzpuyh6sAzOqn6OZvjlhiuU31Oe4f0qQ5uHwbGQM5i4VfWCUw5VAkYpNcSUZEFUun+3dpkzsjs7LT3LP6cHTxkumaWXcrm+ikConO6WaBNqUoRtHVRlbDSqeRMaZ9IH4181/GQS+XdWJt83uqN5K6BK8TwOlCWzFHjYRi1vu7AqsioipSuHewRaclKM1b59lqYEspViouTR7EQM3cGyFHWZ0cFAx+PrI0+1YRmXk/rI0VusmvCQ6Vx3acz9u1nbVuQ6PP+y6fWtHoVFZTjRBS6KwBu8hhW0h6la2lPaO3AfMhwl2KIxhA31kMehmlbs3kLiFZ6WxgUVXQA8yqwZC3kTWize/gYSpy3utfWJCoco+QLRyKrLlqoLGlV3kUJBtHhSooWzpNciB4qlv86k+aALTBiyaiEwc6zZXowUZ0ymN6nUvlqMZyUlffIlnvnwpynypFIchypjDBTcfoO5jLYHi32kzti7+iSpwva2gOC6X58g2ZYu5MDNt7soETWPTCmXSUWK+7JWcloeDkgyHq0M1B+37FlZ6g2ZY6leC+Pyv+tPCLlqulgikxTo5gg3ueGRSHXCJjFomnNlpKDpJ/VI1Rfnu+kRGo5GdGAKhE+tXpyUV8lv0YwVFiu74aFz8ptLAekAl7h2lqj+krbyOU5EusWwZmPl0CrQp8Z1kyfKU00pQOk3rUe3o/3kxv3CPQE2sKGDkkC+XnQWo53EB0aSXssXbKQhPiRsFPjME4ad1ISAGbHjlTZww8+gFM2meT3qfTBRIrBPdTgABV3hiri2XqWNNOq6k8k21fzvjNs5LhpCMXClLKfH4I5q6smTEdvWLVxEmP48KOPEPq60t7/gY8x9+WANXV1YOzY37//7S9syTMPW3cI1fdetYCc2OH2ox//xPv3qVjoCFIUCIY5+9kHpuwYDM/s82baRRfNtedR3Ffy/YrlrxMKVKEJnVcOHwz2BCZKKVxaZ+ecNQNtvyl0TKh15mlQ5VCXGimB1b/s8ksAlkHaZ9+eA54rt46ChgEwSKMnTLdbf/0HcllqrKyij0ul+LyT4yL1ezW5V27mQbSaFD0QwOxGOFcpJK3otF00bzbVuBPpEFNKu7U3bBAgcXD/7tZ0dB+FCQ/RyWO/ff2b/+jCvX37UkHJGiirUPsbgBo2dhgdBPR5jQo1Mg/KQZQ9VXX+68veAKhOsWpyzwTsLrr4Qmcj6yggkMBnOeBThQwqFnnuueeQT6qxG26kMIFx6dOrzJ2hE4Q2qumIsPj5Z2wYB1xZeXfbtmc/LbGutPUccn/9pa/RxuzLsI6HXJ+tBBDfAyHgOnWqGDbGivqNAlQRGWmSqLlSCVj3gDVFYxpgEJe98YqdM+dizDqyHjpku6gyhLw/2FClvBys3kVIdxMM5nG7YP5lBpnpoac7f/lLu+qqq6wHYewW5Rh3hXnTStYectylNd3WGCrPrdCJzr1Pzpz/mRzwttGR9uxX+t3p2rZkD08HPGXDX8kOpd8lZ/F0DHl77FZi2ju07SntpyDSkmyo7qPQQc2dPSJLPEc0fGXzzwTaUtTBX8wwj9lnyd3XSR5Qn5FaiLmdz0U5QjjUGW3lvMvaxefx81/359Ez5HVYfy3shR44UMOHVoa0BlbHWmR9OkmGJuaiFfN7qGwbPYR8W/JAhT0Ok8e6lebwRaX0CGbN8Q4F/P2RlM4juKgctpQm48yb95fNuOEdnNMdzUv29w7cYuFYFlB7VaxSxeJ5l4B023WQv4ccsHtuzeHWLWhmqZu9CgSmjB/pORyqTFpNKyGj+qdJIQIUz5uh1PthZNV2SM2xD6HftBv9ra6q5MP7Udy4lNFWCwndiLzJZgyTKjzq8MaU3+atpyLAChsihoNEjbrnEBZPiG2HvoZBKFTnW3hPKPtVmEmHavZACysnCzSUeKswr7z1vHBuRO8eeoq0flp0cdEUgpXcZs8UD6TDPWsIsmvXn+dUAOg0Py/dTyEz19Fnny6Ay/cezd959r5znkIEML6xMp6lgyPNVNzUXSOYld6TtoNElRVSKWmhIs6PbIGW4FG5snT00Vy8kuu6vhjflSeXDMoJeSQSdU75abzugrosAYWuUh6JN1NPHpHfRwi5inULnmbIBcttDt7veRKZryxtrZiZhzyiN+vPKfDFD77RhM/ksUU6PYTnYwWSvy8lzocPkHSBIFe4yQg0I4ucrVp1A5rz7Ng/AnBa6DE3U6Sw7qsE5ufYgR322isv2uSp00kcH8Fl8UI5QBul8K28UJ6xCIdr8dNPeLPvUSOG2/CRozyn44TeK6FrwEo3MVjNHLpVO2zhn59AZ3GYXXftNfboIw/Yy0sW25ABfWw4AttlMDK3/ua31o8w28X01lRD+gVXX2f1iKoKuClU/JMf/9DWrHoD1v6oHSdkd8Gcs0nYv4zWTG/Y/TQyVxViHRWjE2AA62vJNSOZXfclZnYSKuV9AE5v0DdTTdeVeN+PPoFFtKfpQZ6YUjgUam6A2euODIZYNDd+gKA+MFqbNm210TifRylOELA/gvzFwIGDaQ5NRwdYzv+85XegCBxJ5q0OYNGc9p9SPbiO2LaQJhiq1YooTFCFusSdFYLpwz188mM32aD+yvE1cmTI0+I5q/dTacmc3/yt79gVl7+L3qgX+5xVwFoKnNQiQyDdtIGA3nKYs9Ub1rluncI+/fv359nL7Re33mqLqZL9u7/7Wxs/YZT3GtX+6gbwOkp4W3ts+7bd9gotrgaTknIuIe0KXhM7XE9/UoVli3FS5KweJDewah/vfe0576Tw4b/4oguhS1T4Ix/5mPUdMMTef9Nf0M3iDRs8FIUAFlXZwKHWf/w02lyJveb5tMZayTWEvTgMk7gThm4yRQf1rB3eHdIBGIQi5D96Iw21g4rlOoDtMVjkUZNmsl5xCFAdUBVuDwD43eRFXnbx2aQrANh7T+ClHlEsXT17Zcgj7xD3uTplKF3CbXrOmZaTmD9BCwFbe9ih0EZm7VtHdj7Z9nRwd3gexA9szxHW5yamK8uwdGSzC8+O9p7lZL87HZvf4VjESEe6Z3dS+U9ObwJayc5lwUViik52X7JVSRs1XSudY2Jwdb0m0iKK2WuyWVKhSBEFFbR1hthR3pokxhrJl+1LA/iBaHzqqw5HSE3fWyGYGllrcuCLpPVah/M5ergXpKkIcj29eBU5bEFqypu3RyZR13XbnDun254H+bUSI2xai5lzPa3EwnFNxWKF49Le3CdgrkIxfaXCuJRXl66RA22vb6knzagTVUB4XlSIdUeNezigTAasBkO3eXsVNg5KW7omHKRqDzFh7Bif0D38zf6D5FCwscr5fXc2JsWATmXqdWlQCagpUVr6P374iF2LqLhetebQm4E9yxOsHieOg6iD1kGcD3LIFwiHo6e8e5DIY+HteALhAA0A0jd+gfcQDt4CYreAaXvbZtWy6sDrKJygdwLaOlr0OgSzk5YW++ls0FNt+vAcp0f1ZdF/ANth3LTgfDkrcVQwLYIZdXrRgdhKj0aBtrKWGmdiVTcmhscFXCIY1+wLvKldTOgVGpo2O30cvRAlQefnUCkxAbjpoBfRlrxJx0NpzDBE3vtN+TgR8Id1FKpI08YVA6c15/mNAloRfGk/uxHjg91gpXyHGB7VmpUx0vud7Y1gzg1ZzFkLo5LWXzacH2YndyjopeTAxJw4fZ4OYIWPQ6/SmP+g3cJ7W3Citqxbjp7ZMnS33uveqmQumjuXAsqKCHmh/q9+ihjGPoQUXln8rG1FI2/u3LlWOWwseUZ0M6AyUMDkOFWeHK/kaHWynRvX2KInH7QhfUnWp4VdGeFQ5Q+Kebrrrnu8IvJHP/+NV4u/+vJibzN2ztxLqXbszxVa7Je//Lm99joiuNiMelg06ZtdevFcm33WLNu1b789/sTTVDEiwu3t7+q9MEFsUiWis7PPmc7P9BAkr0uisf379iIs2QKbdgDgrkR8Kou5byXrH0H3sYRwW3n3civG8Ggv19A26igJxmojox6n1fsPUt7fz/oPoEXUslX27POvOHiplxMAm3WYVlnqXlAO46Uetp2ZdOVcytmLCRoeHQgagciIAIA/8dGbbDqi42qbU4UumkL01Qd229KlS+3ZhS/YiBEj7G+/+iUYQsK55JOV0s+zmHlxhkH5h8A4ASnl4qjgpgz7KpFfb2oNc3DPvXfZzRQnVBLV8Fxd1pV3NYAxW4Z2XT9A3rwLznOGsV/Pvhxm7CWc4nry5Y7Uh04Ih2ESVSjWvRegnerhwZVnwLLSIB5QquKXf/rOD5Bp2m3nzOI6VP73HTwIHTZkD2Afh489k+u00puRqtL6GmtC6mQrenfjp6HXR7P5eooTJLmjsWptQUAbkmTP+hWhiwQN1fsOHUO1uPQVK9xJ6sJ7WusPWreux+2e398CW9vHLr/2k3b0RKlXNquYQvp7HO2B7ZCjrzwl/axEzLA13vbVNu2lfWvX3iHZHmjryLnuyM6eyhlPr2dB3/9N4NYeGMuOSEdAMZ2tmic34xFoul3D/iYAkexrej2dpVnQlj0jsp+dAKB+l64TzjGlJbCnKc4ZCAO9k/UoAegm7kHvO06ual+ctr4w/LJ3Wu/7yZPVPYxgvXanJ69YMjFp63cioo0eomCP7F1r3SHkykYRKSA/de9+O0DhTzO2Dm2PQPikqtmMTmAYo1ODtjbjmvlHdq2cXsA+YJJsSD17JmTDyOlj/Ox9Y2M9je05HvCgd9KDTiXmw4cPdUOqNxyjoEA6SfLypWw9YsRgD042wztuwKst7haSbEkhAbShA6WTlLyWwJLAnGAMFSZTqx4lZvvCZUJOAOCk33UUUHeC15WbkhaQyzLEBeQEZgJdcTzD4ETk6+Mcw3C53+aZH2dtoj6KPjuxLrnrp6T53KhkPzsckj5QucmJnxtBS0ebob0F3C6wzCySLBgKkLQtqg/3H1meOCZZsNu+2Wr727d7jPlwYHqWdB/ZZ/B03+hhJEMksKyQl75kwEPQWkCYMff75G/AWp0BbQqPijU4LnaHrea9Qfm3DjBX5eG9AmABTOV19BLb5vcWWc5UjOCCqAJuYuiibEfIPQhAV9cNoM2D4jnQHxg95S7lWTevEfQEWD1MAGOSH9Hn5pg1PZ0KW+JaTf1BvWwihuj1foVNFbZJIDClnSSnI82IOxx6b8axcPYuGg+BNomP1qmox/MuOOydCVK4gWR9kvrvu/NOu+7dV9m9d/2W7iVTrC+sUkmPvrAdGCgAjYCJQMUJGJae5Iqto4/mqy8tRs9ssjf9PnCMGZDorFhrNb/G4FXAah3cuc5eee5J60urKRXo9gNAPIRMhUDPrbffRU7aMDes5aUt9jDVn3tJDL723e8lBDnIvvfv/9tefvkl93qH8O99e3aRjN/d+vHfB2+83qvHf/iDHxN27OWe/EFyHYdx/a1bSMkgDPKuK69wBk3PO6RSHnUDDB/2AyC1fs0Gm3rmTDfgyqFTzz+FhetgmcTcKoG/lPZMfQAPM2bMQOR3l+fX9urd32773Z30yaSfLWBwJ/IYQu91dBoQIOpFpWl3fi/PW1p2XtnMGqknx1dzK/FiVTqXcn/z551n58ycQiognSJg6+r5/hjN7nfRcF35No3k/95MWysVFRxvoJE8orrSR2tm3nr17A7jdtTv7xjsWAX/ltcqZm8fPTwFjPsAMr968zfsW//w9w7oyrivN5evgUXcBBDtCcN2lh940h7srh6t5PpJMLmR8bn3gfspgthrs6dNpEsF4JSCEbQNCJufiQMdWLitzFUjYdHFL75kTz/6uF120aUu3VJLb9chVHqKiRyMhttmcpurGKc67PSsefPdEVAOke5VkgtdOHB7Imb85muv0Jiec2P8JKscNwWbgJMvf1x2gGdmNG1A56NUK9MyC3D+4qtvwLJORjD5Is4A0hfQ/pRzIU2eBuW6sdaVR+p7N4bvQoJ6TE/wb+lwbSusW2gDTwZm/DXW/ckA28kc9LB3wye+3a6GF/Sewuu3PYzbvt6RDe/oPhLpcLrnUJszRvZvtre6AAAgAElEQVQ8jW9knvT5bsvimZner73uNojXU36aV3XGczB7f9lzJHe96OgnsKffKwetM2toHB2W5OQqN3Ltpi1IdVTgkB2xMydPsFKc92IRA+qAJCKAeV+FEoHUA0bHHHuthaqjML37qt3BqqdP8tQpE92mqXXdasTau+EoiMUTDlE3Jp09gQDyGM8pj850/re3Vjoa+1NeVKuYZ8uykPqbVNASAG5+faW11OmOh15vnXQGG43VBz61zVSG1uLxjSHE0J0myyItvJG1DhMxFJy2J6DxtqLOLW9XHQ2kvVaEMRPLpoES86EP0IETDpugsZWSIT3GzZquJ/emqqEFmcYgAxKSH4MmVer5qKqOHGTSDpEgo1cy5UFEqCKN1X3+e1WS+oi0GTcf3BinziVmni7TFkGSc4IdsHrpw9pbwB1u/jZSJ3GCCj7DE8896S65m6G6xsPDGQ+pcJGcFtOXY4Hynlbhc2jcUqNy/ZxAmzMRETD7BtTdCFvJGETg3cJG7ESuS3FrkHhBetf/JsyqriABZjF0/KxUq9h2KnlnaQFnn01hUIEsTa/C52LoxPYK9LUViZTSfaiATsYi93deERdAvKZTB0zowxrDlqxRJbK6x5lSyPQa8yAGWTkQXkjgoC7kvQm8hSUaEGvWQAbDnhjKzBpysBf/LjKEoaIs/Cc2y42j5kC/oiJXlbonKOKR1tfFl12B/AX5feQerSLHSrkYQ2k3V4qgbDNhUg9R8YACXnhagBKcsA1rbA2J4urNeeGV10GSlsK2hIbLrbBJTeS1/enO22zEgJ7Wn4ReAZnldEdY+voK+1//8h82GJZOYW8VeHTmfrrC6LwCAFi9+i27lM4ETz75uC1Zuogk/QpeK/buCAIVYmWGD+5r1y54lzd/v+ueu8k3q7EzzwRsUuF5NWDt37//HTv//HMduHQm1aJHt64wbl1hz6rII+vmze411t5FgTnfu+cQkhgkHvfp4S22tm3d4U3re9BvdBDitOpdWk1Lm0nk8z30yJPknG1GULfBtcI0trIVigB4n2PNI/l0AkOyV2Jd1cXD9fCwT2rPV8Yzq4XXl7/wGe8Nugd9uDsBznvQpjuTg+LqBZfYf9/ynzZr+iy7+KJLmCe1eQLw8XfdYATlHLuN47MruJ7WjnQyVSUrcV/1iJWWm5TdH/zTw/bRj33CP+MtBGx7Eha64vL5PB8MKWLFArzHaawoEHWIXqOS6lD4aGC/Mju0axXixoSTKVjoWtLD+g0aDyM5gGKN4/bKagSLD9fDqE20O353u1UBzj70vvdYLw7LQ/Rc7KKWPmyaYkD1IQobJk4/16qRXWmFoWxBK6+YsSsBSBe3NtgW1pH6wQ4E5HWnu8JxAJtyjKhw8N6tzc1HYdg4UFe94sLEfUeOt/4DB9ntt/3Czpgy1aZOn8c5wH7hnJAOnJLKXSTdC3xk50Peb86S54BbHrSd6nDsCJQ5qMo5SfnD8VTXa2OLThGoSExKlk1JjFs4E05+gUIbUnhv2UhRe+ChI/YrXSc5jlmbn87JFA4NR2mQSkpRh3C+y6kMhYEdgbZ0T+n17HedGV1IyejToxspDANDH2BY743bNlE8NdZzNEv5zCPkl6riXW3PGhW2BTxsIdwpkf9xtL3rjcPRQl/Rw6QfaDRDm8Ig27GVAiitKxVUysl2AW/2jvab7sXzjk8DtAmbZMFohyA6gsHTXUMpfO5rMYcxInCO5FQ6u3Jjd88TqwDVTTZx4gQPKzWzIV9fvoKKqe42cuRoF0UsJbeiEWOuU+MIoYddu/Z4oqxecwqbwS4BRXXlb1Xd5VVOjvA4pFWUoKFkgtS2SEebBkr5bvWEzmowBsfZtDrApfemQ1QHZRAdZfN6e5XApPnBhWEWS6P2RTqQJTMQksRdJMLf26y8Ob9i4OPaVM7wuZ6c6edvYP2yE9AeDX+6E9BmM5+Cicu/N4V220l6TIe8x939xA4T69IXjkTic7b1FnXtk3mIbV/Le4TZv8tu5mwOW9aI6GdthGCEQlhSB51AWBBHpoWZwpochCWsMZ8v6edlElGLnN2SZIVa3GSYNt7vbFesokzP7/ceC1NS2FPgTQ6CH4bOqEUGTdeL4C4l1TpoUzg0hktDWCAc3mF8MzlqAmg4JHpGdzycxYtMW2w3lYCbh1IjrtbaS7l1YawjSPN5Sz5bmO+U6+ptrZTTk9u4YS3LM/Swmuvesc4RfO1GCsNzf37azptzvrVwkEoUu4UDUeBtDUxaE3kgQ9FP7D94KM4RoIuDuxkdoxKQm45GoVD1Df7tbbeixTWYxP0FAFE6nTDeA3ogQQFgU0JvT0ITpYRGlVO4YvVqmzr7fDvz7IuZwzKNooMFzbNCbgKSmzatsWUvL4L52WdLXlgEYz+csGENbFTIjamHgepHuPMoDeM/9uEPkqPWzR4G4CmnazVaYtdSPbl+3SqAGiw/Fz5z6iTXj+xKH84KqHzllCnkeUxN5AE3XWkNdRTVfVVV9ANI1dL+aTR5LGJR1VBdc1dE4nItubfK2X3kiWdtCzlhCpE0QAUJtOm+xKIpZC/wob9VyDIx3QLndYC8EoRx/Xrcg2zdR2663kN4d957L6/X2BUXnWtzz5nBNDXa0lde579V9vf/+G3YzVKKDVSoRUcCqvSPsR1UfT/rzGk+B3I41cFi+9YtPAOq7nyeWEaN2WFs7b/DSJ47d55Xwp4/b46L3x4nDNq7JzIq7Cs5FBIdfuP1la41d9klc3GLam3rioX0X9zlxSG9Bo6wIWPOQqKl3pavWGcl/Uda7wnn0BQbUWMA4x2/+pntX/ua/cs3v+56iVUwn9th2Krrmm32hVfbEfIVmzoTKiV86uw4/Rq7dTpsu7dtpEXYZjvvgvnWRE/HlpKKIMRLPrSEeotw1srtkG1iTg8yZxOnnU31aA/fJ71olXXfnb+zkbQ6PGv22YR2uS7hWEmyqFynhJ8bmWPf7g7aUuRBe4HZyUVjlD7wdgt9uszTyWx7R+xZR39zMpubnN1CEJNl3doDPqfzWe+E6Sl8bwKVOUYtc265fVeRTrRJya6mcyKcreH8PBloK/y79EweMUHep1mOBqBN4E1yP/WE4+V0aR1spHBN33Uf2vt6Txl7tpGc2HXr1nj/3uF0ZaG+2u2Q9vFxbKUohM1baasGfmhuwU4hbq0wfKi2V8qOhNrF7uajdP+nx/p0cEMqFAlnQVjjKbpXOPbpzOr0wLPrPTtMD1CpJu80SJa38ypGQP27epLs2wvdE7USqqZsXRS6FLslK67KPQE2sSVS+5YeltCxDhkZxYjbHMipWlBMgSCCgJY6LxxFlqCWEnN5mxJm7cEhofwMKZUrz0IFDNJ5y1eWyDyjxs11yjGcqhJMrF3o1SjAhhfO/0lfxdk6MSiZTZ07TJk8AT31Gst6Cv9/gba8BxQO9fTlifnxJpLUiW8SB2IJYImdCtWzLSxKp3gzKP30AZvjvhyFn/WCZJzTNZNhKUzKDR5ZSMjX3yosGXT48G3iAhSAVnVbEZuuWPIW0mETqPbPZQ0JrHmiKWwTbK3AtC/gCNo84Or3kjUMgV/UeHhDeDFvKWdNBt5BXADDKZQaQFsCmKFDgl5PofhkWFIhgg5D/e64F9DIuwugTeAsVR3r3nKgzZ83w+zGvDeNRWDyInjLzXV4f6ZAycdDX75ec1Vh4V5bSOaGBrPGusMAs+V2JpphJSjiW7HyOAAd/Kmcq2bU+FXluGn9cjpNDLahIyYCSgjTSbKB60qZv1mtwDzcdIJqzcd8v02fNc+B80vPP453y3sBgUM5UFfB3tx9/4P26c9/iTynEzbhjOk2ftLU0E5K+4xxERul++tWiuL9oV3kuT1H2K6rPfLInzxxvpz77ALDJJmRbkhp1NfWOJiZPGU8IRFVhDbaqjdWwsBdRQL9fje+g9A4E9OmrghFRcw366GnChGUv6VqdUK/h+l00IRkRSf1YWVFlNOxoE+vCgc4Am1irNRySrakZ5/B9vRzL9iSF19xR7CzhF7VzgqNOAdjPEO9QIKcDhbhcQCVcmYEmhWq64LNK4Lhcs02GLZK2L3q6j2Avi72sb+4yYYPJJcQHSitt83b9totv77bPvChj9qIShhDGKmegKPeVJN2oTenOn+UiuHj84J3Q2dUhaG9L2oA6Q0cSsWlFfb6G8vtgYcetCvpdHD++ec7UNb7dM8qFlPF7A6c6BOwD5MnTCBJGwmSml22csmjRLobrNeAQXYIpNi1YpCt27IHVnOWjZw6z17ecoyEhQo7xnW6dWq0NQsfsCfvvcO+/NWvAraHwUYesS30Jt1/tJOdc/HVtu8IzBoMZqnCiU1HAN67bPWaNYQ453u3kxbJyUikV/ucNV/KuNce2GWHq7bYLkSZZ81bYM1qgYgElL6KWaNFOBIrXlvogsVzLqTit1sfmEg6RgBCVc5WwpipklenRq5iOu6xfFrIKaiuaFgLwZLvswwYSfa3EKAUgpzCvzkdwJQFLYm9ytrWQhaq8LA/Xdt+OvdSeO2UOqTfewg0RqfStTzKFgutEqBoU1UaQU9HADeBwfbOJE+zklOmcxwdxMkTRrMm5NwHYmUbld915E/C64SeztyACqLEuKu4Rfe2mSJK3UJ/0gqU3iAiRtXpe2gAUEzqQAsFWWKbG1hTahggG6jrFMkuxyKEfPpKHih0NOanM8YnY+EKx/9U/w5nXz5q42vpkcXbW48cQQ2co6gcozhoUD/3PAW6Nm7aAdCilYNEFjGWmqzjrsOmikAupNCX+kLCAPTAGKuyLNGSCrFq4Luhy1SKYSthYjwfR0mmnEo4knhXzXjMCp2Gtlbd6XGoEI0MkjzpRgyR3hf04FRxCLjjXFT+XKkkJuIB6IcnhlxVWtLm1EEg4CY4qRkNoCYxMHGTq7JV4SyBjdyhqk9px2071ch28HoAMm2NSuGEpnBeYNBCmCy9R4d1mDDJqcAsKhyV4vuMjTwHTsM2IdLs9dPnnwzEdUTPtxflTxR/elzPxYoFAul3aQMQMQv3LiOv6jvuVRIP0t3JSTM5K6dZ4r8I2lziRZ5SrF7yThkSsE2hBD1zlF3JSna4cn0czADYon5SPIQTiMv1r3VAlwdvKbclVYMmxk0tncSGpHCo9nnMjfajRKBN4D/MU2buHHTF0KdAZGT0UpFE0loTdZ8/QML7805GqGQUgGUL+R56njwzpWxPnz6Z/dqLpPBy2DYSvhlbgZ8ymCVpttUdOmAbVi0HyBQhI3GGVfQeHFiQqH8kjbETGL4i5ueF55+1la8u9YTxOmzBaHrBAlusV98B9qvb77Gr3/MBu5ZektvI2Vq+/GXPeZ04YRqfSTI9YMbDwTyhqlS7cyb/4mc/tIFkpw+gkGHZG28idLsKT7ebO2v9Ufc/SLivN6E49S09SF7Xxo0bbMGll9oyKkaVC6h2TF/80ueQqyjmeTrbThgdFSmUog2nZupqT6UK2YNIVgTNvSLywxo8zCpANWH8OPK6jtj2nbuwXU0k4/flv4H2HI3dX339NYoWelJpCduIXStHWEy6Z60Kr+NcKldORQlqZ9aD0LCEaDUnndlnITle7C3pHeSlTRo71K5/96VeSSrQWo5mm+aAlY5m2+3OnF177eW+/lUMIfaoCwdIdyo+S/m8ZnLhXA9KIVIcVn2OIgzar2L9yggvqyhCfVt//7s7bMKESTb/0st83BvxZusAphvWrXcGU3IpTcxfF+ziscP77fnH/kgXh75Ie+Agc8d7YeFmz5lHrs+Z1lI62F5ad4zUFEJE2G1rOGgDmknwPlpNO67v2Qc/+EGebaTto8PEDjTZ6HdlYwB6sstdG6r4bCpEW8mDpM1WcyeFfBWyDtIJrYTty0lkPUET+SN0V9jDc0yeORdwqHZZrAHseonOgRNHGSWqlXdT9LLwKdj3bnRw+ChhLNgW1nOTqrIja54HbckxCpGUwGwH+5p3gk8PxKU9d3LbmJzRjq95uod49v6yB3H23gsZq//hsdOuA9/eferzskUCspEqQMx+JbkO7/nsjm/sBy37KTsry9Ye1Rkv0tEZqPtxx10MmTx1ioyOoSU4dfxoKrJxAplqSdUcZj+VQBxJc1C28ASFUWMJifbArp3gnDh0GGFtcjS9ZzV7VDqRymsL7ai0RkJRUZD+Yqmzl9T1ROlFTka4lNTbCxKz4LwtUA/4IHVuyMrknWotZR2D3LmfyalMf59l3NKZm9aMf7aYNiFVaSMJgCnRtRf5JbpA1YFalMEPeI6CyxcI2HEoSNOtqx6a+++C7ICEdbuDfuXpO7ADOR2uPeIsjICGDoZSBrIbRq0LgNATuHX08PoJEPAJvF2FRcvxznUN3aiUylVxepTvHiJleeg9AmzFal8kyJX6XgpyKl9KVVYAwWNMcKhUlRhloNPbbGqBo7jY5Ilr86ewWnYT/U83TUd/196kCozJr0zJ6B6+0hGow0i5e8r1UM6XswshGVTPfRxQ3cBzshxzsgX6u/a8hpM9h67dnpcUxGmD0cqDtZi7JY0pX/TygGAnZDhVKSrmVWK32tCOrYJWlkCH2smHRNbY89UxqsLdyk3ymlJdTE+QA23auL5hYv6e/+w5COFgS+BMPztoS6FTfy0acoG2xMLF36Vwqj5TOXe5XEv//ABXnVnzCui8tEeoEhXJLEYx5rB5vllbtjI8vxjCfGghyfn573T/8RxQJaRrFLrzkGc3k6HwJHg5KN7LtYpQ01paJ42y3bs2+cF1zpxLkJPg80ke1/h35r1lgI9i1khvhNKe5PA+RmLuhfPfRdJ7Pw5FIcjQhUFzrOfvRauq3/7ie0j2KEWhxFa8ucyG0MPzzvsesvlXXG9f+uo/kEAOwCNU2lhfbQ/SGaF/r3522buuInGcOYfJ84YVPFk5+mi//K9/t9VvLLLLL55jA9Exew2JikVLqCblHb1gm/bvqba/+uxf0oz+KZjME7YXaYoxI4bZh2+6kaKVVlv51nIHdN1VNcYKl97Y3p3bbOq0Kd5aqnLIMIz1UduHHtmQoYMcWC189gXXAesJatR87ty5B8BH9SmMneRFxBL++Kf/ZddTCPEibNve3YcRz6W6E4arE2Fl2ZtiQJVEcKXVps4Oal6va5dXoO/EfGvmvM6KVJEKQpqf/tj7bWxld+amzgsStNZr+ZuxYyYSHn7NHqJA4wuf/aSPWyW9P+V8CrBp73RSaFbMHePtrfmUnyp76j8H3SixgAJtahs4GI25b37rn5BXuYZ2YRcyRshrEHLct2uXnT9ntm3YspIigkryGYfC+DXacbXtompuz96DzjoMHDHSzpg+gzAz4XKBtvXk+jViOyRU23LU6K8A2/maVbK2Ps/c3PqT79tg5uoAa24fB2Pn7kPoZjHQDu7ajMYdOYLnXW61Cpuq4lSsLbZIDG1JK9W4FEIc2rWDNkFH7axLr7FqQtitnWAieaZuqh46fpSitRZkYV6mulf5jr149nJ74umF9vkvfNlzMVuKYEmd7Q5pCyIG0kGXugikdISs/QrObz5ykRjrQhuYZbraY1XSIZlNDfmfnAcJtLQ9+PNXSvplWcB2uoe/rtLRddNrKdSWfW/2jNNnpUpRt6PJVorRiaSDHBG9J8l1JPbME+WTFqdfNJyr2S932mOkxDsd6Lop95cdpcIYaRr2x/E5xl7rzn4YgQSNV5eyHzbApHkLTNaE3x/LoZF0hFFDB1g3mHD1tT1IFfme/agTxBZ0itwFckPrQFqPcrgAa95fHBk3KWpHXTitLe3pzIrx2z8VaEtiu/8T0OZDJfJBn5PReU2fmdZ1dp7SevRizfueXsF5IUHbcOiJOZCuUTnJqIep9NmJKJ3CER5+hLbMxeBVpu2TLGONsQeMlcpDZYLkrUpjJy1E/U2o1gugIum0yWvtTv6GgIqAnYuicqfy6BTSqOMa0lNSs+5UHdhJXqlEN8XPSEfJE1hh77gXtaU4qkXgwqTcr0KfLr6o6tR4sDqrJoYttL3SIlP4KynpZz2JjryotJhTPpdnUsUFnq36TIAnbUL/dyZW676knk12SYc5jbKLeE938j0cAEtAQWxmBCiqxvPx534VtpE3erhRGngBWHlXB20SBwB5li/HHsbk3gRSAhMmbydWW0awlUX6adw8bAh17ePphQAKUwm5pMKEMAZpHSnUlv5G1xA4C/cRPWPR0wKjeiZt5vh7B0yAvETJ+3NFANnG29C9ZpzCUGAQGDa9PxVOZA1Iek2Xa+W9+nMlmCatODFqqROBh9W5RyW8p3BlMj7OrqlIIQFera94j2n+c58rwVntkQjSwpqK+Tn8VOTzVuTipmoB1KpqKQfmAqcABI0xybo9ipts8XOL7OzZF7tYafWh3bSqWofXOcIbizeheSWByS6EE7UnxXSWK7eUedhA26GtW9bYrFmzrN/gYe7MtKiQQHsSAFq9Z5u9sfRpmLY6QFYf2LTlgICtVkFPyc8B2FqLEJnFaEqwGocVOYnd9vKiZ2hPVuEVgBLKlS6cwqQlXZvt1lt+YBvefIGNfMwFlc+aOctWIFXxIs3L5VxddNF873ywd9duG4V8kJy56WdMsv2AtyIcxymTxtkmCp3GjxvjumIDUDhvOkEVpINm9jh2SUUIYsjOmX2Ws1L79x2E2SK8BmjtRpiktlY5K61ovPXBgay1n6GBdu68823OnHO4Zr29Sc7ZU88+T64WTBuATR0VQri6xRP9NUcV5Nypis2Np6wUc9fIAaN+t5K1GzGot33pUzc6CGlU4j2DU0fHhHLkPYqK+9i/fvtfbd65s2wizzNYzayxR/16I61B/pYclr6Aw2SY5TyqEEEhXa3/5DzoM8USlCGBomrmn/7sFps5cyYgObRKmkerKmnICSjhqmL/KGQgHL1t7SY7UrXb1q5ZwmHW2S58100I4vamerUPeWX9bO3+Ytt94ChpJg0wlgfI9auyEaMnWAUVvhvXLrf7b/up3fxXn7JhrAeJ+DaytjbuOQg3VmKjJs/AcyZlhhB1s9oTsoZUId6z5IQ1HtpmtQg6i+EbM5l2Z628h7XjYBSmsjNAtDs5itU73yQHcoP1HDoWIeczcbpIyXnxRavavYWuElfZ8RL0QVuhbUkwd/cI57CIQc9Wk+cBSUiDCHswOn7x4A2gL5cR545RGPS4B0+fmPM/extIykhEnQ7r1tYeBcc4H1UIc1qYjpLWSPZv08+yc6c6p9J7O2LbcmChgLVMn5vur9D+ej57Ug/w8de6julInneocQ75aAqti5zx/sjKONMZxnk3HAZdRNER1v6OPXtdlUJn30jEcV1FAMC2gdy0EzCxiqSp4l+MflNdjY2E8e9BT/QjVI7uoeuBHGw1eNd+8W4jKpIQS57mOKUX6diKAbVCgJw9+zQPSSutEHzn5kT2Pdr+NM7Z8z6l0rQ3d9n1lIMFMe0pd8+Ff6go08JlO1vlyfnC9knz5Y/h6+5tXHQypkpAZ6Scpgi5QF0ACYoNgywckCnnQ7/3AzfJJcgFzyx2f43/OZCT9hOqxaIolWCrfBdV8cl4Kd9EJf116rUHeMsNHpMt/San4hkwgTYBoUbuQ2CtgZ81eQrB+oTF3o4p6OlHZqRl/b50ooqJ0zdRtjHJKAGl9hZ8msBE34eqwRAOO9kGKxx/Z6MID6r9V1c8SQL1HgbrxqItIxTkoCaGbvNgMtyjxreRQo6qOhaqugr4QuT3ztpwXjJOYjxVdZNYs9znxxXiCmTMQxa0OSjz3KoEgPJyLAJtrscWqzd1GQ9dxs3uzx4/RPkCvslj+FSgTV/ScfP3KbQqvlXPF52zNgDR2Szls+TDjIVGx8V0E1iStx8dD/eeBMUyKz9bmu6/F9DSOtSPbvjyz5HaVPlYxvtNOTRpjaRuB2IP9ERpvYghTetd7005etmwd25ze+YOzKOuIa00HI5yWBnlOumAVnuqFvKhyopbaTP1IGDnUm67l7PUXRAz1e9XENYcMGCADUaqQYej7l3pDWJoXN5GOl94mVs3rKLt0SIasV9vPQjVtbRgRCUcTAXWIw/eDcirt/GU3teiq7aCSkV1RPn+f9zixhLXiMOZYgbtbQluAoy6I8Fx3913+PgsuOY9yIaQqM++k/r/b375X/bmkiddlLWcBV1J8/ZLLrjIlr+1EqZtoAtzP/n4E8FY4yWPHTsacd0hnKMSMhZ7tNOBXmVlJdWM0lnrbgNJ2ziIRpNCoY88/BjPcYNXix6H2RITUAO4kuBsN5xAzUnfPgM9X7UL+/+xJx4n72s79/ku8srU/xNJk/2H7YWlr9tKdNFUeab3hvkOuZle5EJKiB84gOQGnEgvsNKhg5cl0NZ07JDdcNXFdv65M3ByJTZ7gmrLQ14Ysnv3Ibv37vtsWP9eyJzcYGVUcno3P0Bi/36DfQnI0VCLLO1ndTqQ3UvaWHpdsiP79x2wUbBf9Tyj9vLW7Tvty1/+sn38E39pCxYsCA6p1hGgppZ8xwoEhjWv699cRVHIc9arvMaGUZwxctJF2ItuztqdcdbFtv5AV9tFJKWeUOoa+snOOP9Kqu9g0LFFnZqPWc2ONfYv3/gb+8/v/gsh1QkUoqyxI2z/anKQx1NN2kiJgVhW2Z0SQCOzT57bHoB/PWHpnTZpxjwiJaoEJUqjvU/othRAX87ZsXfbOtuzbZWVEN6fcPZ8nE71wVVQ+YS9svBRilf22TU3fgi7Rh4koK+TUkAIezmpEO2h+6fsd+X1+d7LGbfEmWS5E4G28I7c4fg/BG2FNryQyXubjWoHVGUP+SxgSmeP28kI3goBVeHnJ9vexgZnQMTpAsmOAF0iHrL3pvcme5fsYrBzihiFO3SiR6eBO7QqqCK1gCkoVtoKa0FSLsO1X1WxztukGbmDMGcdVew6E8vIYx2NwLfWciOTvm7rbnoT00MYokafow5M6p08ZNBgl+w5SDqE0sPGWv8AACAASURBVIUUFhXjJjUB3XMI4cY0qHi+u7ZcjL4lJjARTFnb7XtUwCZ+FQJ2H4MC0F84jlkm7m1rR+eGF6DlXymsZG0r0hvxxcqtta37CDnUowWlpGIZPOXHKPyW+nz69wwK10MH0IaYrqKPMrYCSGxIz3fjsHGRUiZGRjYld+caaOswU9IjVfYqZNDhHKr8og5WFPUrImlaCt9i7mSYE+XZA280JRF6zo+CKHyedF5IkfMCBAcxmsQI2oKVDNpZrrOlTayQhHpBxsM+HMh54JaAUprINLRZ5icc+Dr8tUDzICL9Tfa9+l12cegZ5HUoV8mlUvi5mHCzG0HpjnGvArbOHPFMObAYE0OPc++HTqilGMncHCoOh8V2JWbKWUatiMgE6oq+QDKtkTL0bLhn7QktjrwUhu4jMF+a5xB6TOxddpH6z06F55M8C0GbGvf6OETQJnY1jUuinJNn1yL2kbd7Q6cMMMwv8Ww1ZgROOW87gM7COct54ymBtg0DFgGcxsnXQvy3wGl8ruym1pPkeyfmgVvWK2tTTKK5iSDRr+PXFVUvRWqAuwADyfrepUEWjjyPbete8WqqcZPPIe9H6QUwMXywqrdbCJmWYtyWL3uJHKtam0JFYt+BIwkoslpAFR5a5T+F07uwh49yQC9Z+CDtnyYh2zHeKxCfevg+QlS7PSQowPXm8lX2FlpnH/74p+2t1etoDj+b1k9TrJ7wlSR61MvX2U+vGG+1tcuW2puvL6U5+VybPG0Wbe+K7de3/sJeW/i4y7wcpbl77x6l1ptCpeve8156ftbYM8897y29Ro0Z6YyawNbggf1oB9Wf3LRDyGfssvNmn4O22DD+fdTDhcpLEbOmZvMa32FDhsIAVdn8C+a5RlsLIFaN6T3QroFlH/enT+qiJa+hGfeyfebTH/Y+uCUk95eg47Zv135Pu/jVH+4htFIt+OTeuRh+7XtVpblNY302YQtLydvS56o1mHrtinHrTguYccMG2Kc/8SEmElBHTm8dLNrDjzxuL734Grp0COvCCnzlS1/wXOBKQsCH6GygnDQ1b1eOp6ZZe0CRBIE0sYTJQVVlpxh1hVCl1ScWTpWnsp2/piuFQrffuPnrniTagI3cBVNZTHXdquXLbNeG1TZl9EDC6c/T/aCSYoIPIdnRB1vDOqvoZ29uqbZnX1kNO9vdpiKwW6duNR7SVwtBnhcQ2EoofOmfH7b92zfbFz7zafLn1nlP1tdWbbQ5V3/A5T3kWDSTU3esaidj2MUO4wxUjhjnjLXykDSmCjVrrSqMfBBWd82qtTZl2rnWT/p1cjhlg/leTC5cN0Df5rWvk9+40OZefKn1GD6VeaJ3rOyOGGnZZ49RB1UCT3/xzaTDNR6ivu/zjJte9gR0sW5Z8fQ21dp5q/KOfioQY39Hf+v2NpwZCRylikGtQWeyMlGGZHuyn/E2h7zgBgqBRuH9FdrVdD9Zu5klMtI9pHtWtElfQaMzMZ0Z0Ca3UYU1qm6XZiv7p4n1MhGGXeFKPe+R2nrPnVQf23JskCJorZz3vUhdGDpkIGNg3rptIxpuEqoOjoL0EOtguUPuvAufs0a0t0U+idlzBliHVUxTyTKGwgUumh1lm/QMKfx7qjFPz57OhCyzlsatEES3F371FZs7orKxpvwsZfBc7pedVm0/1qqb3bRlmwMj0fwhhCf2SYcJgUh5X/JyNDEsUvX90neNR6kAmn7vi0wx50DvOoJUcmoEbVngJoZFn6mQqAY0MSSeJ8RG99wRXtd/JXiXTXhZgbUIRsWTClNMWIepJ/OqvymoHC9aoC0fhmzrg8mISI/uhFOvekYl8ofrhq8wTCmPK8/exFfjBksTlpiUjjyd7AGeFneaZFVNqhqrGOMhtq1Yjb85oCDZPI9JYa6scr/fnfLEFJYTFYwROkQBWg3aNlp8MvK6Xx1wAt/BEAibBlFE5fnp2cWeam49VO2JY/kxyo5B1iNM4sf+DDEM6Rs8C0KcWYvJ9xxs/uyRaRMd7qFRFRz434X3OcD3lRsYtQT2U1VTmgcHUfLSnHYP39OKT0n9KewdPL58YULeAEUmWRSzB0eDcck+Z367hLEpnL9CIxdkQPIVPj5HcY34dWOFUu73BaCtRY6K3q+qQa4jORuvwlUj49ZGe+S+27yKccq0OVY5fJx7pFqzwnoy2AobSsts+9q3bBcMx9ARY2zEuPGgOrWE4UsFN2LyaPFSxKHYqbna3nj5efZZi/f87IHXVUHVZQMisxu3bLfHF75o//zdH3oz8M2bt9J8/E3ywgbbzHMvhF2hT6h0xwAwDts5iMsImG3bsspWrngd/a0BNo/cuZ/+5Ee2GiDXlfV9BNA2AA21s8hHU9eDGvKj9tAVoQ5Waf6ll9gLixd54v8gQFsjhvkwOWXSSps67QwbNqySf1dbVfUh27JxC8KzyHqQKzthokKuM3yMpp15hu3aTd4LIWRJAgi0SXJCe+EwAOm+hx6z+fPn26QJQ7gWqvyopit/rUwhRMKz91AZ2wDQkt0go96rREO6QwyzR70n2TVfL9E5la1TKLcCOY9//OY3+LnJtu3cQTeDB9GK22XTp51pC6640v7w+9/QuuliO+/cswjj1MICFNERoJe37enOAaOKYAE1sWz6rtSQZOPUOL6MNBXl8am1j55Je9f7j8IuPPHEE3aIvqqf/vSn+V2Fbdq82V5Z/hqkFoUJs6Z4FemBPWt8LvuPOh9lgH6eaL5q4zZbX9Vou6gMHToBGQ7YVLGo2nPlfI46mBQDQjvBetZRTHA3zzCQNTJ7xhTyKvdQ8Y/+1SGzy659nxeLNNCFoeZAtTsU3dGD64T0h+RMSjBkTYSOW6gU7cL1DgAqq5j7oSPG0gbtDKOXt+9hhaOdieFzTxDmXbfyVWsCMO7eu9euvukv0Y2jHyxsXDNgV2yyClrk6Gqfu33wvOUE2iIzH0FbctzybIYO8Qx7ElNDsvs+7dX0u8I9n2xCWBCFtrPwSif/dxa0pfWVtXkeVo42JXuldE+nC9o6uotCgFL4vuyzt5ffJ0vqleg5dBHgSSgCEKHDFHurQcRzqWxXGpU0I0ext7XP98AkHyVHvhP7TgVe0hmUNBTJGy4V1RMnZDAseyccxHr2xvr129m7vQFssOysMbF2CnWLWJLOW5HSHPi5G7mb+r2H01VMJr1N1pi3JOSGpR+p/HqdCEnSKQuU25x9BcA5zcepAHGbs6SdCQjnYHqhPXiW+SPHOxHgv7XtqOe0SYtoy/ZtoRILEFAKy1WPIVH+jNxBfwhnCuQZqd4/5BSJIdLCcUE7z08KOUkO+0QfRqZL7FxgL8JhnUBeCic5+8Msq8Rbg+/hU1BLoMFB1nibqezQK/v8dmKSPD8LkCjB0NlCAYPMhnIGT9WlQuQK97LhBV7UU7WTJ9Jm8r9iW4sgmKp7bcugZBd5AJKRNYoxvuR5ZNG3P68vj+iRxIRzac6VM2DYfa+sVWhUgM1ZN0Cbws/JJOTAg3TmPBzLmuZ9NZTXHlM+DZ6692GM4eUmaOZk0GTw5UUrR1BspICCJi9o22lnhU/xz0geaVwv2U0bPK5MXqPeo7HOAtk0vzHfK7GwCo+6eG0sJEisWjAEAkehrZUGPOsRpRwW/yhP4BdLGL4ng5zEh30KIpjTyMW9ll354XM8NBLWdAhxy6Mt4Lk1HlnHIIJ6Dym3vWLuX208OZ4rS62nvLk2bCz3qtpZ3wsxr09dRzT3xP1s1/YtGDYEJ5HIePPVFwnvXW0DyDs6ckzt5DjwlS9Cnqk80xLu7zhG8fVXFpOLVWbnEo5UvlbDCYyhVhHXUXhNo9i7Wyd74PafWuPhveSSqeKy0TZu2GJ33PeIffs/fm4DYEokuKvClx0wNptpa6WDdd58QmjNVEgSlleD9ZQ3WEKYVo3p/3T/H2zGpJFUuD4B2EMMFmZImmoTJo6nonOkPfn0kwjM9sBGdKXf6CFEYPsD6g5xXzRHv3AubWy2UZAwzpuhnz17Gjp0sznwadVEAvx///RW130bSou9Sy650JuSL1m62AGafj916hmeuD+wf1/GsyuMVr39/Fe/phq+0q6+eoHnuikU3cS4VqJft3HbLvvZL37lQO/ad7/Pbv/dXV4owFCQo5x0JskLJGwt+ZBifqfDRP1IVbTloE0SR6yhEUglNXHYHDtagzbaAZsNoPzkX3zYtgMKn6e3p8Dc5z7xMe+dqLBqia7vYDo6Nqx7adWJadMe0zzpUNFBo30tgeC9+6ps0qRJfsAI4MmRVgrLs39eaC++/KrdeOONtgYJjgb6oH78QzdY7a6Ntur1xRjGwzCgs61zz3EUZQ50kd7l67bZ0bL+NuLMc63mON0NSqlCxnaW8HwlsGGdT9TSFaPJxXq7kFs2ZeIk+4evfoa2ZmV2/uypzoZU1TTZPvqbnnXubDuuVmi9RiLG28f3pe5PrHxXnASFTRUW3U0Bw67d+2zmeZd4hajap6nNncJkXUkBKO4MUwkz+9iD91hfukVccOkCDugNdt8dv7EvfvXrdry8H+BSBXGMuxhK5S3Lfquxt4x9tGGpa0IwaG9n3MJmlaEINi/J7LTZ1NEWhtfb2oXsYV74WuE13um/s2dLiGzExP2sE5i5aCEr1t7nneoe38nzvB3gCQAHsJFAmyxq6mCU0qrSOMuuyW70gMUeUkkeLmkgGzZs8HCmzjTZmEo6qGh+m2mjpqIgsckDkc3pieOndClVi27ZvBPgh4wH60zV0iKBdP7rqxjQJjBWAgjMRWyUIy0yKOaKeioXuEbRCJcFi/OdQtLhOfPOfHruRCQ4rolhU+3DrNOeBeEpMtgRKXCquUnzmciR9O9Of3puRat65W3fttMXSTFtU3RzAm5qBO+5ZTrcIkjKJ3+qLkPhx6BiLwPmDwLg8ooYPTb/zhENsYokgbYkySBdNmfxoOdde0iJH/63AhEwD27k6DVIeEUMksCGwhUgRH9fI4tA18w11dZmjDS/aKaEnnU461kkOaG4rNg8acWFMGn0oqM7lgUuueoeTaLuKX5PE5XAmOf+CXDEPZ6ATBro8L6QQ+U5VzybFKHLOHQV55f+k1jLIh68SAeMQqYySHHjesJ/ZKp0BZ8TxrReXkScIy/WcBAWgY9rU4QGvBrfWsavgTFWKFmpzq4I7+MYDFiI9Ycq0AAvw1du0ca8tDYeVwFoC+HRUOml3DEdTh6MTQxcDHUm0JY1PD6malcSDVZaK7oH9zMi6E9j2mZRZ+4zhEYCqBMjnAN3EcWJqWO15hJlkzCvf0400snvUZFE+r2/lslZi4Fet1gady9QAETIqXFQybLKg8v8fThJkIydFOAxXgLtKgxokdhkUx1RhKMk76+w+ZdcQxOERqvasdYWLnzWJs2cbtNmnEO+InmcTGInQnIyjp1ZuyWd2D8NB2wxPUYVKpyFxENdC6KShDWL9b64Lmr2bLE30OXav22NXUhyvqom//XffmA3fuSzdtl7PkzyOEdtZNK70gy8Zv9OQOMS64MA5ow5lxmFpD6+0ttrIhFde7WMMGBJyzF78K7/ts6NNehvveIh+6pqQMTHP26PPv4wxhT2HIOqMTm0t8auvepqW/riYnL56vCm+9qVl1+B3McBe4p8N2muXU53gSF0UJDDdqDqCB0gnqTH6gKAEVWjMVF527YdsG5nk0O229fdGbBwqvZUWPSxp562j330Q2431OKrWWFidr4Yr2cXLrHlK9+ym95/AzmAJfb0n1+wlas3uSyFVocS/7UPJOWhvJKjRxDeZX91ozhBXyeINmgplAGwrn/PNbTq2ml7dm21GWdOtGlnTHBJEGm/rdq6hw4Jt9rX/uaL5OgMJpzdibB0D+9ZqvtSm7/Bgwd6CoiKHlxgl3lSYYTssIosevToRRuuvv5v5VIK3Ak4KVwoO/ib2263N99cYe95z7U2A4ZPckgnjuyjEGEHxR6bbdiYCdZn6Jm2fDWhybfW2OSz59mJ3qNsZy02BVasrkHJ28iRSHC0dh95Ri22Z+cm73bTayDPgp0ooyr0V//1PasEuL3r8kts7ar1NpADdgPgeRpabZ37Tabik4IVwKsKqIiZOhMpgd29MKE7Aa5nzAQ8VlS6UG+IpqAGIPPbdJTcuj0eZq8HIM+98FJYwf4+zvvIfXvp1ZfsXTf9BU3BUb5voUcsB3ZTXZBxcJVQZwjiuZGYr5S8lgVuek98vVUh2Wj1sjauPduS/d07ATmF1+ro34XXzDI4hdWlHQGA0/2sd/K+0wOFUUornXvRqU3AzZk4d6blaKtDDWsbcDaYhu/FnOtV5LHp3O/dj4pt5tMLGzneiwFdDWAQafzV44z1Rp+tZx9aZmJv1q/bil5lKIprPF4LmAvnlTe3F4PmFf2qipW2pVgkKJqczlSehJFum85A4QHl1BfxX8I3ichJjpVjDO4zncepMNLPpAwhpfH11C9sReoGdbL1lZ2P0wNxjOhjz69tlfHQA/skRXFcnTjyMCNnlYu9J7o2F+fmHe75+MDxpQHygzuwVzGFKX/wa7s606b2LiQoMiEe7hTtLQV8hfPEUohPIfwiiRGBtnL03qQErgNKeosyXrq2kreVdJ8WmB/AMTSr/Zry0nQ/x/U+HYximZQH56yV6NI8aEvVHs6+8N68Nxzo+MTKJObL21v4GRyAT6godQGLXGhN3ocOak9wdvZGi1cCf3jVah7Nx0uAWKBNLZkUIhVoS2Pt46W15+FpXTgwlfpPuk6yT2HMwpg7A+KMZzBSrmGHHRXLVg+oqJeUhYvGKkSsC8rMRiY0XMwT2rUYVS6dypId1MXn0ndfZImli5s1gTHfLBGkBomLuKujgGyufD95k7zsYE0isBHg+fpJDFdaTz6OeWmMdB/ZhNDgPUfQ5p0j8h6rP4AKGARO/VmiREnynCKw86dv8zl5hi3nWXEvXngcGPf4XWOpeVY6gfT1EouXGEWlEwRQ6Z0j3PVRNwgOYEmjwDp0qyi2pxY9bXPmXohhouhGoU3WycGq7fbMU/fblKlT7Mzp5zOfhJUoEJDqt77UJcRIIpeY60oOwFI0yMZNmkmRAwr75BqJ4elUf8hu/dF3bc7MCbaUz5h/+UX26BNPkj90lV12zY3IO/DcyC1IZV9rXCCjmUbgxw7utcULn6Yd1ER036bb0VbAIDIjx7EXPl+ENrtxSPcpb7bf/+IHdsbw3rbo2WdgzC6iUfty2MGjRB+7wgrTQgagU3voCAd8k7Mq6jk6EWHNryLs+vyiF+2Pf/wjIKWCnLcRhEj7u26bvOuRw4ZbH5ixKZPGco3g2PWA3VFY8ZWlS7w61sEP1aG/+/3dNu+iC6kwAyQAvOrRjdRrw5ASOXCw2j9DifyVACaNvZi5hx57xqprqHyXTABgWt64cmeUxxb2E5ylh3pwgHieIUOGUDhK39Ke3QgB97Lr33eNbVz3Fj0RByEAGnLg6Bpl//BP/49dSSj4yisudUa1f1802ziU9iMqKxZuigPKUPUm4Cb2L/S+PQH4hr3iOgKRGmcXe+bwcBkS1qec62M82y3//QsHfNe95zp60iLgQVjzBKxb7dGDAKAy24RQ7voNW11O4fxL320vbaHilr6oklXSM7Yolw9x4Akj+trC555B6LY3YdWR3klC4UjlopbRZ/R7f/8Vm6guGvMvAYhtt9FjR9iSN9bYxdd+3Oo7k08kO8h4wcdSUXqUNmM76feKqO/MCzByPT0U68nprJVWQvvFTbXWxD2+RDWydOlmnDefhUzEQD0VFN4C0K9e/YYtf/Nl+9gnP2WdywdTMIGzq/NKe4xD3C2LCrm0r3LAjD3RDnBLey/n2LuDWphx5NvJv7IAKv/b7E8pFtL+q9nfFh7KhQCsvdfTOZt9LRECp8Pg/J8GmW8HcjFKE8mIwlHwqFBMkxEJIc1C9exVv1GxrGXeXy9oq4pxO44nWoeD1J8UAicgmM+1GzaSFmKkh4wgb7PaUz26kDvrzDQpJDq+1doqyGPFMyreiOe+xw46vkx0ZAnn6J5EtDjrpJAtuEH3p2ifF8HFPGp3+kNEL4E2P2sVkff1EVi3HJERz+IE2rLj0d58pUKOcLWTMLsZGZtOz768pVXGTF8pWVMATgjU20nF6k+9nhCkHjr1hBRkCf0i9VOoFHW0yt81YCx1eGlLeGmy/nO2IraSiAn4fghGkdHEmDmoYd+VY+i7UVFXQgjF49IynrBG0l5Sea9wiXK80sCJWUnJnCmJ36+vDS4mRHlxYt24DueSG5CQEB6ZnAwtqgWXC+8mpihSoy58qzXlic+h+4LicfLSAzOZp9+FAxTxUv6KblhBMeWWdBWTyO/KNA4gN+W1pc4RKZ8teA0R8MQV4KFjl0gJgCAHoOPPkdx1QKKQsyoRJTqssZNgcb1X5ERQIkZN9++5copeKncshKqbHFwrr9HrLAOIiYxrWmBuQOLY5YBTTPxUFWpYqPnYfZLESFWbuXtP4x9BW/6ZgvioJ5frSpGHdzya8XJSdDOsJYVZ81WuabPkjV1g4LJf3hnBq2JD1WkCZuk+AmAP9+CelYOyAJ49r03zqvlTjhzfHczxLJ5DkTEabjgi/ayreaP26NmoKrNmP3lka5bbzDlzAutDeykJXCsnsJWwVZeWGhLdH7RjsCPvvf4m2BzyfWANJA7rIJm11Apwk9r8+rWrbCcH5rhJU2zkWHLKAASLHr3Hmghl9kcKYwBVnXf/8X6bPH26zThrHgneJQDCs1UagwyGgH2oQhYLLOZE4rtPUrigtTL3sgVW0geNNOm04XCVMJ5FHNYVpc32g3/+mg0pP25TJ4yxZcs3IWi7gsovmoKz7o/DUIlh6YVg5hmIxe7dvZe9TBUjlY8zYRF37thnN37ggw5e1E+0M30rV69eZYsXLbaPfOQjtnfHHvLfejO+0kYj9Erj8fU0hB5JiHL79u10dRltd919L+HS6RRRzHStN+UE1gASuwEKlMf2q1/9yhbQI1Xe//BhQ9yedKb7y1vrNqMVRpEEtqgH0hiygXJI0/x14r7V3F7J+GrirtC1EuQlkvv1m/+GFjtl5KkVwQruZhXxrIwHWMhWrlqNgPHz9nd/+7cOgssBUQLzyiEW83jsWK3bLIFArbvkoetnpXx4BwSxXSpMYOz1usCbwkP6nQ4vSXlsIlH7h7S9+tY3/46+o1RdAozqqK5dvX4dEi7bbPbs2fRNHWRdug+2ZbuReqnXbgxdSfozRoOprH3ggbvoeDGR8AZgEX3OxCyohVgRB2SRKoLRk/nsp/7Svv61L9uGjatYMzNs445aG08YthQQrjCUgvK1iKVuB5ROmjoT9haAj4NRTH6a7EKXTsesK3N4YNcWW73yDRs9chTagOOtuYh8P9oOBWVOCZ+yXsib3LnhLduwabONI6Q7eOREZ9gEKLuot65sgugZ36OyUYq2CLRlbGcEdWkHp+hCyqEotLHJNrwdpLQxGzrtCn/R5t/JuT/Zm7LAMNkYt23YhWT/U/Qhna8p17q9+y4EeMlWF95D4bNlP/ukD9XOi9nc5uzLMtv+HH6mKFFDZ4GUDRooRhjlhTEq7KnHIdpXVe0FkZLzUoHjKBws/e065r0zOWpHMUjqrEI8imuEjiJNhPMVineBfvZqCkmqyl3rUBEtD2fGXPXEuPlZoLSvmNsd8EtQvkji6f4exWSiQ5+6Q/g4SalBzwWzp/2o9DD/7Ayx4Z9bQAYUDl0WtKWV1N78ef5mJAc6PfHiRnqPcqhLxFbVnmpu7MJh8VB0DzOAMd1cQp1pwrsE7jN3yKVFKkkK5aZ1ioyNJjU9kJISHQAqL8R3Ebeu5tZ8iWkr4vfSaiklB6SE/9TWIunRiFlqxJApb1j9Sz1XTSGpmBuUZ0ck+xArUnW8eugzlH4LRAqZC8R1ZtB1n2KWwoQHujO72dJhHwQGw8TKmGvSnYnjWcJ19bdR4T6CP2d9mGCJhgq0abQEzFRlqzBoZzwMNWCWF6LqmtQRQGOQvrKgQ+OQijRCyxE+VSHFHCMVQYtPYGT/FELApomVVIeJBNAUVvXRlxfhrFsAagJECo/JDCq3xqtuxXQ5/oqeVQTpzmZGVsrnWMxZEpWN4Wl9hm9qgaIIznIPFwtRUs6X/j6AbvFUmoewFhO7rYRT94K0gBU+lmmXdEXMDwrrNuQiap1ps6YqrBwQU06mgw1As2ZE86P78vtrW3WqcQkbOv+V7svBmbODEbhqL+s5XcRRgFrjIQcnhNKSQRHgF7utpNwktNtCMlUZYalHHviNDRs60KafdS5hO7WoUjVhGB1xcsIQnTnIlDe2csVyu2rB1TZ23BQ7Rtxf0ggCbb6PpKnG5jqwF6Zjy1oOZiWVH7B9WzYRchxMOHKIPfLMItiPPnbzN7/lQrLrVq/09lVnnXOudamgTROMBkEuZ6b1nMoA6UK4dOUbL9my15bYjLPPszEz5jIXsIFsXHhfxFvNvv/PX7dpo3vZplVv2YFDhDhgeZSr150WUzVIYgzu34/ek/TOBLRMmTIJtohegz3LyFW72J7583O2b2+1g7EeVF8uWbrQdlC9OOe8c+3FpS/ZX33mC1QxrrHzzpsBsDvEdWnozngylA5unn3uJYBSi11x2SXOgFVV7fXDQrkx/foPsl//9m7v6HDVFXPpmlBNAj/9S+nx2QJj073vIPvZLbc5IFa/1iYOCbXsK8Zp1NxJTV0OrTPQHB7Kd+vKQtvHGF9x2UV29bsut25MkJLvBURllWph4gZVDrPvUNxxwdzz7cLzpzvI69mzr8+T1mRan960ni89hwDoyJEjnel22QPYNQE0JVp7yIzDxjukAFbkdMupKYb53Lf/oH3ve9+1D3zwBpdJWb7iLTt4uMZmzpptI4aPwt4Q0iX/7JmVexG9lVPFumNNFbNGd9E4vlflUDT/OBQBbLKtXdHzE1gv7UT1H2BNLg7M9AAAIABJREFU7GgNxSG7AWMP0Pbqumsuc3tdXtLTtgCIOxE+njx9FiNUZDWoPlcOGe3iqKptb2bvlgDKWiks61F01DasXWZ79lQhSTKWPMqx2HQV2fC5coiIqpQB2Lsi/Hvk0H7bi1Cw0mKWr3jTrn3fjdZS0d8FeEMaLG2zEDvWeHi+X+qgo3zqqHIQohChwCcVmbjti3Y/f27k2Y5sKlDa/VmAlTEJ/9d+zAKpdI/Ze8gCfLezAhqJHDnJXXUEUrN/cmrAmneiC6UvEphNznbIfQ5xO0UYZPe896fOC87PRjlznInqfduEDFElvYT7IfKvs2A9RUit6rHMflNedkjDCkAwFSnqPFcRXEo/0s8Cc0G+SnY5MnC58ycqKzghEa27969ORYzp7Ayv5Umh/J6Vw6VzN81LSsVKgLrdNdNGrYHTPpK8uZzAzEHjc5Qb2KD8oHXc6ZlXt7bKCEiHyFuwSHfLmafw1ypj14NkAZvenx5Ep2OelciLtIbf5Q8qkQtJyT4hUB1qXn3qDEY4APVdG9B7mQr/kOPjYqEJ7fIeB2385ySgjCQHhv7Uq0j9wA8LJGw6eXUBMev3QtFBWyyExoTlxNT5/YoVjIAggdPsBPik6IyPjEtA0aLkQf06nCWXIt6U+8jn2LlpCB6GIB2fo/wlCUV6EYf8er6r/FnAzVPjuWeNt0ZMh74zVcpb8qKPQM066BWr4+xYDEnrkxwoKMQYGSEBWx9b9dEEnPk+CcDMxWT1XbkyAueelxUYyNTTVDlvSfolC9h8AWgQvSNCUkHSDWjew3iGNP98eDKtvzYGox3QFqjpsJacwdR3PU8EjSnq4c6FQuwxPO5v1LMpqT+uPZ+zPP4NcxfD5+59UbGWNrr+vNDbFOuY9lHK9cttcuY9ecLhmWJKQOY6pcq7iaEuhdd0X8lhkXCskm87YbBo3GJ/fuoxlPPVEP2IDUSEdSRJ+aqW64zB8lZuArDcu5qzl5e2/L+svQeAXVd5tb1nNE1T1XuXrN5cZbnJxr3ghis2BkMgECABElrKRyAJH4QEEpoxBptmcC9ykXuX5d5kqzer9zYjTZX0r2ftve+9EjZJvvyTmNHM3HvuObuuvd71rle2CLLbkHbsiKOPCdMFoAAbHZ1qcW3sFRVUE9gnllrAY9/O8MTs34f23ZuddDBkyAiF5baEW+99JPz4xtsUPqsTQ1YReqg0zHOPz3F2OEXA0RCpprhCq7pHhQp9QNEGXivn+1XacJ966olw+IyTw7iJR6iNo7atSn+7+/abQsvm5eFpJR706TdUoGudLD362vphu/Rou3a2hLHDR/hQtULJFocrK3FPq4qun3l6OOroGeFHP/qpNmmJ+pU9OVjO57XdK8OffeJj0lEtCPPmvhimTJwYpk0bK/CwXRt5LMQ+fMSg8K6AznNzXw+XXXaF51CDSkP16dvkU3CTwoy/v+V2l+b79Kc+qTm318kDHdoEhg8bHRYsXhpaWjtVZ/U+sUEyx9V/m2QFAoACFDEf9+magDZbuWrctSobtrv6j/JalNk6fOrEcIzKRO1p2SX7FA6DWlM1mfaI5v6NyoEBIj9x9UVqQ4EZgSMy3GDJYBXRIJJIxHjdtGmTkyuwOOmpElwAfA6rWH44oK65jwWIw4fSjEXNZoVCqMo+VSZsnZDzl7/8pTDrlJPDO2qzD199jX6nUkACNPVib/d1awovLN2uJCZNH81fEiiWL1ys6honhi0yKi3TfTlrXyC1RvOlRofm2m6yhFJ7LV2xJowTE9ehkOyLzz+txIFbwt//zV+FX1z/kzBwyKAwVtm88jVWgfppqq4wUXuK5og22wNUXmCuy42tWshxzdI3VCe1zqB+wMixoV3jFX0ki0+lnqdWodj9HbvCulWLwpo168LQ4RMV2h6uDNTV4bobfh6++PffciY1jFo1Jr9qn0osJfQJzZL1GACrj7xGM0+xeHAYi8nJPhP/I8JTCs4OPayXApdDgc5/Bxx5Tfr/4ev9wFsGaYXwXNqP8+v/Ox/9p5i5P/WM3iPT2vpfgbYcCTnYxzJVudDe1y6jXYiaNvVdT9U6R/PGe3bs2h12aL0gc9gRIICZwDlhVu8L2rh8H/reReY1FW6yjjE5F5gYKxAKcY1nuc4HJvYLvnLkLEZQ0nrL7zn8s4/gaAFoSsAYMMDeeShoy7ImX7OETHGfHATa+HtsQE2x+L1k72BeW7ZU+Et8Tdmj85brupGGb9dpq2C1kC+mm2UCoPHgQ/MGlAdzNqPk59KQVhxE2e8qgoMcYvI8gjrU/WaTRD8c6FkNQzijXqCNzQknbECb+TxYIP0H+LCWDXSNPi3p4LimC8UTk2a7pzPp5NTQvmcDNkBcjFVbbJyYwuhTV7Qgcdg1bf68yiVndB/cIzqXCOhSiEz3YDKN78DTEpmETWABiQY3KclAYAimEWEmoMIhTzzZACsweSw6fv5IxZqm1Z4NUKP9nOlSAkbd9jwLIFSbLoOZ0FY07yNcR98B2uiLeH8AIoAmiQkAH6c+61Ts9H8PMEBRHLxuqxTy9cAxllRbSZMIOMiT26HSFCYnDFiamWnMlRaVvJjkMGlOFsjjKA/2qDGM5sFmuADfNAmAVcAXUEmmb+ELett9TpvmiRDBFP95XPoUFl9Twcm7xJYjXye/3roHT6SkfwDop/HiXjkoJT+FxEtAYuGEyYEBuUH2G9Siwxjfh52NKP4WFR/fIuPTsVPkdq/XrVfmXLnG2MRxY8UoVIbdXQJFhNXUEID+yGi2m0V79qnHLEA/QuzcnnZl8ilkCgtdJzuGqm5yGtcG+cJjd5kpgb3argysBx9+JvzdP34nDBwuPZXatFavrdDf6+uqwksvPBvWq97nzONPCJVNQwTemsJOWBmyK1sV1iKkJtZ45bL5Fo+PHztBHnHHeQMsU1j2TmWRPvjgHZY1dAkIoePqqXBiuxim6lrJHVQBYcjgQcr07GfANW/eXGnfptvmY8iQIargIOuKF9509lh32Znwt6OOnBZ2btuqrNOdqgSxQqG+qWH3TmWW9ekvqxGF/MRC/fbm34WpE6a4sDpZ6LvExNXLvLtJgOip5+eFRx5+TH5jnxYYHiqGZ61CpwIw1PAVKFokM2ESF0bpWQiNPvfCK9r85RXVs0+MNKS1jzWAcehDovq0lyoItAj0YAly8nEzw7TRI1RzlZC19KrSnT2usO6Djz4pQNVDjN628K2vflaf39fG13VYeJANqf7dvHmzgRvjCc0fQI7vjHcO0xRP57OpCc39AsJioo9+1hwkrgArTsIEr1+kTNLZs2eHz//F56UNHB12yeuvQSxYmzztahr7hRcWblRCSUXYrgzQDWpTPPaE+TVpFNhMDHyNypo1lkkzt3Ors8/Rw9Yr45f1hHlLtvuzj8wJTz8yW0B6ZDjnbCUkaEN9/e2lYeTk40N9r+EOuRO+dyhJGaJVCokuXvCGrD+2Kmw/OQwYPEK6TJVG1H9OimLNUMZrRcc2JZxsCKuUINd34CiV6JrisCl7wt4928K99/wmXHLJJbIXadIarqQNHSwq0sYeD6E6uDJOrXNir4kaxXgYjhIVHuLg2r/FQ1teBw4FP3ldOvRwV1yADv7X+4GnQwHg/+T9pWsoYcAMKPIa/N+99vt9Zuka+KfAH+sihu6lX0XZSVoLCwxXMRuzZLHW/JORrvTqe3bJjkfl9Pr2aQr1yi51ZEdjeqVMdX1g1X854c4aNh18fG+AcUoB6jocSA9o3tvnMkWgIDqy3MWHzryfw+bq53gYS3pu1nXvcxzGNR5N+qRITUn0kfvPbW45UdpP+H2WkOV2K8pr4lP/UXsmEJdBr2tws4d6j4sSHG+1hT1F7UgiQjG5IIZCAW+O3+qVWVBnRoHtOYn08ncQadxoI/uWb6wQ1sIjqmSjziAnAzfK7PgEBHWqGyZs2CjQVkO8w3XxFAe32UuRDQNsAD7Q25k5Y1ImfzgWU5elUqeZY3LDG41ExjCJtlksIbEyO2e9W3o2gzE/F6i9WI+thooPBkt6XgrYOl6e0HAKHwIFAEeAjMhORpwcAQuDJmbRGLFrbNWIyXQRaiN5WCDYGJ02EY2rJ0sZSgM7wApAEdBLuyUG0TQtbwfg6PqUxfGA4b4Ie6JP0v8w8B2CpC8BQrpeh0OS0cMN0MbAtfZPgxc2K3ua8RyFBQEApJvrps07VzuIp1c9VGLJCiApjYtSYJ/HSvGElk47JWMlJ4XAFFpvl0CbszU5RbMgAzDTwpDvL0+U2D7JoiTZd+TXOJzqZxDd7vESJ3rpYmzWkvC+QXXyK8z+dmlc51NXTmgoTq74hGgoMtuLdgPZQIdOlXXK0u5ScfNyacVgr+aphM+sU0/XxhmLJVcKzC2ZL+CgjWvG8dK3KZzWpoOKlI/ud8ZqjeJaMC1b1r0ru40/hOOOPS7MmHmmsgEZ9wprSdPU1bYt3Hfnr5VZ2ioQ1S30GTBEiQePhrPPuyhMO/IEfVAPrXs1Kj5fazDVKdC1X4kHb738bFi5fFk48tiTQ5/BI53I0IKBs5rKGd8aY1VlHWHF4pfDc089paoGU8JpZ5wVnnz80XDPPXcKhKw1A8VC2iiwUKP+a5SubcHid1y+ieWI78eIIbzzrjtk73F0LPiuTNnlAmXLl60xOBktoft5HzxTLvnrw2GjRuv6T4V+KldVq1P5gAH9BFpXi4UZFXZIkP/MM8+FSy+5UEkAshrRiZ0vgNAiWVfceuddYdr0KeGaK66QzcAS6fn620CcDZ55ev0vbnBff+Zzn7e/2x9uUXbttp3OVgMwoavkhIlHGgdcNHK1AoQkjRCSa5Nl0qnKxD1fYdJmMYAUn5/3wkvhiaeekQ6nJnz0E58Kv/rF9apXenk4Ytp4e5jtlpVLrUKagAmuu2rVqjBq1KjIrFGcnWxV1SplLSA8SogXBp+/91OpwbwW8TrqEPOFvpifd+zY5TXvC5/7q/AFVVAYN3m8Zk+n+qLWJcdeWrBO4VE5zS9dHcZOnq6/6DmQjKg9rA3S2lulQ0G3jt2WgqxapzJXY8aHZkL9JC4wFrXGNGk/nX37b1X6bF74+te+oLBWL2mQVoU3Fm0IJ55+vgCZxOUmtZDedIVFb77gvhk8bLz82g6La7hGNa8Bs1XI9kPpKgqtv2L9YI++w2M5rE4xnNSf1HrUrWt32P7uG+GJJx8OV177OZWA016h6gmwy05Q03ytEgDo1FrKAZYDa5n6sZsAacz6oyvjXHdUKZELh7JqJhbyya+wux38j0NBXP7r+/2+9N2ln3fo+wrrY9q/3osN4zWAtvx16P1mPWLp39/vc97n8f7LX2OfVArb3gu0ZT1ZXHvjATqum2zAkBQ6wGi+9O/XQ+M9gr1dze2q/rFBQF4ZR8IExRKESsmiMg+qRjM5seIC62oXoA2mjR7VtW0x5SS0mBgZIzhWnaf7IAoXw47+O+3JhwP0BNpY83M2qsmQFDHJ7exnSOMj24swXmx/Zr156en9vZsy7hexgk8s51jCzunfdrtIEUHvp8h35jyz4EAOfWYhHguGAYwBQlET5E2+BLSRnWjjVjZ9dEJcv3CjiebwZljKsORMvgio8ukAwEm4ENBWq/CoM020sLPRZfF6obMTUESbBUCDVcigzHRjuoeoPYoNlzs9gjboVe45dlKHGcYEChMbkxvdGjJbcUSwhig7gzkXck/mmyyk4AKyb42Q00iOHZuF+DQgGiir1H1fZjGxe4B6TUwb76Edcng0F3XnPvIpgqfytdGY2bssavGcqKH7QhvoEKnag2ezng2PNo+SKJ53WBgLFYczzZf5DBpLkID3YlZMBiYOzSVa2Syb2p5QRu6fbJL7fsxVnDSxP2LSS0pM4VlSexTDohHsG/zDcqTnYryx6npSWdNWAiTTvChdMAHJEbwlGpqJAKXtDqIR8BQE3EL/xk4rnFh97QTakoM2QDF+ZmRoAS958Y8fX2SXvUCkyR5pb94IcIs0fplYh/Yd68woDT1surM2W2VlwHysxkJHAGrj6mVh2ZL5obfKIU2briSB8gZdCECvLCwVLi9zGhNZyPvDLTf/Vqake8OlF18aeiirsqO1Jcy597c6wapvBeDKNaZm3/NI+Mdv/pOsQhQO7T3Qhqv7lOiwX9qtHj0l/Jf6aLe0b8xFNF8P3X9vGDN2nF3zW1R0vTxXBkAzp9fQGvuVBfjAXb/3ZnjKB84I119/fVgtgToSgN0KsTH2mmRR0SAB/8YNm8ywjxo20OHAPWKzVq5abd+mw1RrdL1KWME6YTdE/9SK+Tt25tECCW2qL7guHKGi5/vELDUKYC5c+I7E+0ND334Dw/f/87rwkY9eE/r17elSXI3KtsQVvb6xj0DqHMk8ysJVV15qDRgAadmSdW7HKrGd9z1wv/zL3ghXXXVVGD9+vOdwu9LV/vX7P7QeCz9H1hISEDolpqV0Hjo4QBsVAZw5r1IstTpo/vu/fds1NW+/7S5lvC4Pxx45NXxU98VYefihRwymLr/sIpcg05scDkSrxprL9+hxRqKWbHrQGGtdoPA9ZsSM43rZf/D7VrGWtQpjYjHj9RvWSOMX1gIbJMAmXo11CpX/+Mc/DiNGjVR27eGuxLB4ydqwaHWzPfcGSzvYhf7SVksKXqo9OqXHq6lol66sVddQcsxOFfRWO1N4tkNAjpd2r2kM3QhpdezQOFbB7g3rwt99/cvhh//+PWUGjlFyyLKwcZv83gaMCAPEnrarVuTyFUtVIm1JOOvcixUyVTIJoUnzYZpHZOuWqz32bpBZ8yIBtr1h4uEzQ0WtmD2FP2PymFhmCn237w4VzQKdm9aGm+97KFx65ce04Q9zPVZ0c3UNEq1r3JVpXfVy4w0b/VAMbVk47mUkrpt5vufDXikrXxrqSsvLQd/+N6DtT10v/y2TDn8KBJYyPaWAgmv8V+DxvVi50nX5ve6x9HeFQ+ohiV0ZrhholES6XLKPdd1Jd9r/9ELC7qzDY8aM0BbTGbaI/d2oMnNVVaqEgSyDnUnrl4kjZY7aW811xQX3WX+TpQdjGC1bpC4ioRKP+jExjS/vQSYz4t5m3GfGNTommHXzFhn1bZVaQ9irTGqgnUb/nIC0mTqNx4wxzOTxHnvWxvdn0H8ogCu0u0NNuibJUOy+ERb4i/vAzsa4zIQM+41a80klIvCL0s4zBiL8Avhgd88VEXRTLFqE0gqolfCUFg7Q78Enh9hImXHLEyHW9Yso2w9PeJOH1w1Vq1PQdlHGCdBSqC2p1+fPc6P4tEQ2ikpXaYHifiIIAmAUkyg4RfNl4JEsSZzNyrPRKDA4etbo9RZbKz9DPJFhcqt70TMSkoo1UqPWzAhdgyFqJuQXo0QOZ+Hq9y5Ym8TbDsPBonngJho2gTYzY2pfahza645FBj0bAmDT+LEf3I6I5kl+AOwkJssZjwkU06GcMqNWDWyY9WowjzqdE05mwsDMEV7Th0dNm96ZBwb36L4ugqEc3rTzNqDNAysxl9xrCo26RhqD9JDThdm1RCHHMZBClSWxfbe5tXBpkvH6PCbpTwT/iRkkLOpiwMmaJoO29zq1xgaMRs0+1HkBiScmTmYOWetz8vEinbN4k9u1cA8wewm0RY2fR1WcWSm0Gk9rxeeL/RZrxDJS/GyZZYWd1djcrZDoi0/OkVZnaDjy+NPC3k4AGOOOsHS0vKnpJrAtA9pXXnlO4vWeYcL4I1yqBb0U4eEDEqr7NnDU17x585UXwkJVJzhi6jR5pb0YeskYvLFJHlwyYp0953FVBzg/nHnWeQqztYaVsmzo2aNf6NVXWYvVYikYH5oLOTMKM9h92sBflU8WWV3HnXCibRkoOH9A/xGGY94iZH/txccF9raFU5RV+t1v/0vYsnq554c8Mj32GNtVAjUtuyVox6tN7GIvhWpb26RJk3atj1g3/Mo2bVzvtmmRl9qpp54S3pr/hhimHbb9GSafs9EjhitJYbRL2OBh1iTN1z333qcFf0yYMWOG53mjAGKLapoO6D8k3H73fQZCH7vmSoPRvv0U6lWdwlqZtZZLbD/7wTnytXtWfm0XhbFjx1hPwxyCrZyrUlRPzJ2npAMYSFUL0HVZ7GHFN2/YLOZQRdzFSBGKrdSkI3R39jmnh1dffUXlt5rDhfKUGzdyqLV13Ctea//6vR8p6/JL2jiaBfLKFLJsivNbA5H7ZMHvrfqhrCdsUowjtG2c+OHrSURgPO9SZQjbNGkTI4xKtQmYtEoxeI2yDCFbHG1cT90z9/eCDHgBjEOGDFMm6YbQc/DUUNN7eNhNkoDGpgxKtGjwflgLJWaIYYPZq5UJb22j6pmyxhEFIJNBbVGleq3d5VJf3rk7rFm1VPfcR22+O9x5y2/Dv3zzG+FdsbRk+r29XA72Yj63iTGWKZ282k7W+NE9KVuX2Vhpiw4kClqD5df27tI3Pb/GT54hjVu9wqZs2tIty8aGcCxbdusOlV3cquLiGqtNKtF16933hNNOPSP0HzxMthHy8ySTG1E7jKBPt7EdiYAwD1lb2V9YujNoy2ut16u05prJzJGa1Edx0sev92O/Sv/2p9iW912z3uMz3us6pe/PwC3/Lt/7oWxb6f2/13Pksfg/eT5rfN8DtBk0HRLh8H0iTkpkAGOJrZXi8SQrQX5EVoyKBbJ9gZBgfOiQ6j0fpQI6X617ni/EhzR2yoVuIFWMgSLMSUQNOnYwRyQf/PnCK3yx55pV4/cpQuU90nuZxgyZ+Mip9JrM1NlhII0JjxP9PScG5rZz25cwbe8H2CK+SfuCURkjPSITR7vYT8AE7CBMT/2Pn+/Zl5aLdEjlHtLAzLowk1bJwoIbysJ1M2uwFTFu5H/nBICcxVjcClN4sjDIi0ybgY2ZoLj5V+lBSQEmrGKAwkMlYFc6mQBRNDiot1VhJAMj/R9xaOhDXss1Ob3CXllAnkBCBn++nt5jz7cSli0P8krCggaI5dpkFMI0EcPmE38HCHMhZH3h8wSbRXH7XD4qlu6gbVLWzEFgRm2QaHxHXVJSgfGfuyi6rXMvPANfOVZu7JlAG6Ayf3Enru0qxO5kAt1PDNNGYApb4BAjYl/df/S503RDHG8QHcFQzHyMbRgXAGxoPWyiiN4ULvfP6SX3ZczS9HsTo5UHapykMaHC10xMVL5+thLJyRSlA9yLYgJt8SQEwIRlY2irB2jjSGh7gJe+92BgS5PFgwbPYLY4WdkUFo+4DKd75CxXBP8xHKtng2VNdHo+HMRVhIkX+yIv5IUF3RtAXLw6lREHq7pfpo8NAj8vzntOrHJ5WLVicRgs+41jZhwXmts1tlUfk/A746FDthaEI8lUfOzh++VUH8Kxxx6rDU1hA4nKHe4GinuBEfslELFEoO31eY9L8N0hMNQYmnr2CM++8IbE9b3Dl776LenTpEPUhra3ZUdYvujlMFChwmijIN5MoTMOYd0VvnViktq8u/DCGy8+HVp3bw+nnfYBh7NalTHKabRa7MiLzz+ncFR1OOWUUwSItofv/PM/hrV6Juh+2HrCXH0UNqtUSBNjW9jJHmKtKF+FuBzGbLg82HDgJ9zTp09vZZTuCJMVLt2r2qP4mHUoNDtQZq575ek1QEkNzM/tO1QpQrVSYeauuPxiL97oMNGh7dqNUL8i3KHkg6uuukJ2IhOUqLDCSU6VAmur12xUmST5td3/sCoNjJM9yFTp43o6bAlDB9NTrn644dc3S3cn7zvde3cBX5IP6qXP2yumjUMaJ2EOT4Pk0+a6imI/65TQ8YmPXum6iRnUd8jHbkD/weE73/1BOPLwI8Ks4w5XtrgOg0oAgUUjIQHmEUDBdXsK4AHG7C+pjaxRgJ2w4l6FgHwo1OfuEavaqAw7RNjEF6vVH91lOdKs328RaHV4Vc9DAgKZs1/666/KV21cuOraz4b57+5SdrB82tgA0QRJ81av13YTk0a27FvzF4bRsmTplFZMF/I4Q8dbr/ajhmi9NtFW6RvflU3D1GmHhzq16c5tmxTWXhh2bd+ksmFj1f8CgRrECxYvUlH48jBj1hnS0cHqUmxeYUvkH64Ko1B/286w7t3VYXtbcAWHvRh/6948rzVn8LE8IIC4b9c6ve7dsFkVGY48+nh7d1ZorfzHb30jfOnLf6NqID2dWNOlz8PDjdJkXs9s0RDrXDN3XcYoWSYVmHUfGotz+L1Co3+0PqU9s7AQl/zj/UDZnwJ7h14nv/Z9mZqSzy/d2w5l3N7r/vhdPszmv78vwHiPw3gMav2xJVW8btobvI9EsX4h8pU10olkceRKh1M8W7HygFipEqhHhsAi6ARGL8ewZLFO+X4dcLsw20ebqDHUTe9hO7R8iJ09sWycreFyI6ET1+j9DkOlLFt+oXFYkAvxUKz1lN9MoC1u/uk5UzQmjw0ORFw3g+TSMRPBYBxT+bNL+57fUxUpqvdImMNNI8qfuMW43/kJI9MGaOPpn3x+ka4TKcGY1RbNMrORnENmDmsBoKKmK7oN40OUNVJF3RqgzcLdxEQUNW9xc6UJ4wPEBT1mcopFErOAd1mNFmOYNlA3X5yanCUI4k4MWQRtNK6qGqBZSKAtMlq8j57SJpmK0TsxIAEsrpkBg/sODVcCGtw3z+W4dBIesiATrqX5bbmgz+yunzmOA9oqRN96QKYTRQaL+USXGZvSz80TxIkDHpcxNGfgkzR+FtDqMzEbZGbl0yHjh2v7XtReeEHFRQeNXgxvAsjwcSLL1icGvOv0+5gVGlkr/9vtFj83g1qDkwzaUmKIQZuTMjgVp2oHCYiU0r8cXDyAU3u6twGSgCEYTtre7R/73OFZBKEOz8bJnZm9Ul82gyXdpUGyBzUnpCK9HcdUkR3kWtmGhGczQIdd073k+rWMjxg6SeFfKHLfQx6n8Vl8mkqgzZOXe0+LVWnpKyZe7uNC/3J5bpn+Efi2zkLZqmRCvyx5G0zoAAAgAElEQVQ2hmxAwnHbNq8O8wWK+sjx+9gTT9e72GjwJWSOUPFCIJNQmZi3+S8/43YaN+XI0HsAISFq8lH6DVYvlgxas+TNsOCVJ6WbCw6LzV+wNMx98e3wD//0A4GPnopJUCUBWx3dj8JRr736guw4+oSx46ZoPKtupDl5qpyoVAyMpMBQjUK5y5UxumPbRm3S00N/ZQbuVfht1fIFyvTcGE485TSzSfUCDd/77j+F9auWObzGIQpQRdiOWDEyCtaWM5TZuFvar20q+9TY2OjT7/z574QLL/igGEWFRar3y81/rf7dpGoGU8MwsSjz588P6+Twj6CeJWSdLCaeem5euPrKKzRHy2SkOzhs39kc9srXpqyiPtz8h9vCCUcfHS679GLp2OYLdEUxOiJ+ANv1P78xHHv8yeH8888P7wpkDhqoUJw0gpTwKxOwWLJ8bbjxt38IlQJr5WKJ2pFAMB40TnZu3eK5Txk8nNd7K6kBqUC7mMm//doXBUoxJmbNQksqxZiAVp286eY89ERYu+rd8Jk/u8Ygs142KEbn+rKdiL0oOc1HrfCuXarEIPaNw1+9Kil0MadZ7Mk+1zq0vXmXPkcJC8oablQ9VdinWmWp7lV7QsJ2qrSZxdfSBi1fsTq89MproVNtM+6o08LmZkUZZOnB6b1K2kq0jDXVZQpNbQkNPYeECmXQom2FZXRJQTF5+3U9Dg699T+LFAbuIQNerDqa9NmDVIqrtXVXeOft18Og/r1Uyuz1MPGwkV7XF0qjOHjkJIl4lYQhlhYs2CVnAKom7FBSSLNsU7Zu2RUOP+GcsE/3x5x3jWVq8GKNpHJm7QLs2zYsk56wJUw8YpYTEKwpFktTpVqAP/npf4QPKwTes1c/bXSyA1EfkmiAZU2ucWzbD0c/ImjLoDpurkkvnNaMbOlDe+ewFRur1zE20XSQfT827b3A2aGb9kF6r+IZvHQJKVlX4tiLh+yiI0LhmtZvxfUuy5gYd4WvXA0ifU5+poPu6ZDsxsyUvReYe3/QFg/HBo5ApnRgBngU2Esf3uOexfDvQtvLuqp1h5AjOIs1naxpdpBo3h9ZWWxnOlXKj7bgvdhw5UgQu2bWehos5hBpAuTeX7z3pTYySIsEDAy7kxDQk5N4CQkhcO/9I+1ZOfp3EAhLevncL4W9Prez2yHef9S0M9KirIjvSK84mEMO1fDZej3RQ/7bsavFWnPUzJYUwcU9MW+RdxtfSA3AYpHWkMQaIKzH5DCH7JRFRKNR0kEPAjAwy5MAj6/FwGbdT0xNpm7z3/IgyiExMzj67Bql9tfpxA7LRINHA99EaboTo2C/Rg0KaCMkm9mu3IgFBgQdFz4wbqoEGjJDmFikiF5TgfvCYI8AIt5rbBfoWxqV0x60ujNeDYBiowFUqWTAPWTWMT9zNzOGcVFm8XO4OU0MmLEMDKyzSPo4OjhnOVksTTkOfVXj7ZaSIfIAYaP28yXAxiZBOMr3wUCxJoxQXwqJ6ndkhkZwB+uksLZBSGSTLGQ2dZ2o7RR6BnAUWD7CD7ye8a7r2ILECx2dFEFg6YnDkzazqg5Px7bgEJCtUQyWHQktZs3m++KD8kmtPDlX57EUP5c+i6Mqm+9m7R2MmschLzCwLmpYDO7M2P7xSajQvgZtxQBqBvz+MDdAZIQ5KrCw5JMX/c+mTq1ELlHFwwl0dTuwVyzO1rBQRqizTj7VDIv29tC8YXWY+8SjYr1UC/Pc88UAa7ORiBsdYocYi07AhBiQCp00H3v4QYGacrEmYyUOnxh2NGP7oIwr1dWsObAnPHzvzTK73RsmTxob3lCtyfsfeSZ84//+UKzMUIUjYU4i+9AllrpS2qouaYTmPQfIq1EG6gwXTcceVbyyjX0d/tOjojl6VWHQnQJuxx93UuihzfHuBx4M13z8E0oU2GmPuCploP74h98Lq5a8HXYI2LSrOoH9xbQYoeVslG5ujzJGx4wYGVavUhH4Xk1ioAaGBe8sc4htzOhhqpCwJEycPFrlnurCLulbFi1a4jE1UVYfl19xaXhbfnIV2tSfkWEt3XqhQJdyLM1klgtoNmtBf+jR56yf+8JnP6Mub5eJ7xoJ34fo83tZ8X7PvbNl5rkjXHvNJxituv9NoTeZa4r1euMTIPj3H/5U4EfzWps/BeXRUTbv2e3T/q5tWzzHGhQ6JHGrd5NMkDUOya79+EcuD1MOGyTojZm2tIEKZdb2ahDIqg9bt7WGX/zshvCdb35dbcXnZBmKxNhi8Lo03wFkZIk6GUFjqFIgslaF4yOwiJsNZXcYO2boBCrr63rF7HAd4mDoeG25rk3Bd8ZfZZWAsZ6ULOEvfO0fQt/hR4ZJx5yisRWlKF3N2zU8FXJWGLyqTjYpdX2lsZS5M/ND/VYjz7T9YsOahAHaxNDulCHwxClTpYFrtIEwpshdislS3HugQtDNOzeE737nn5Q8MizMUKUKJaLaZqb/qMmhrFZhcbUVuWZ7Nq8MmxXGhWEm6aWlHXJAWkMzLWJ69cYqaTsrVJ5t2dLFYYcI1ONOPE3hZ/Scmh+WP+Dcs0cAdUt46M6bZB1zdug9bLpKdPWSXjOCtswIsa6xtmKNwnx16S6N7X14upnHiAe+SCrEDHu+KlnjASIw9fpVp66LSJzf58jHoWxKBlCH7nt5//Pv04bPv2OmYNJ5p/3T53k+gjWMtStFLHxXuvFc+zJ+Vgmo816T9oC0meUQIWtkjiRk/1NHzBKzk+/bh3dIE8gEA48Y0cgkT44ksVGyBvpj8r0aWEYbDi+VZsxiBCcyU2hWzZoYkuSvrLmOvqrxy+0Kw+W9CCNdtRS1RFmXYEt9zRihivcQtcYsuY786W8ZoOZDvIGYXgt5kTVjrkrDXoOWG3lWCnHm/dV7Qj7k096l95fYxKydZ0xFHBHJBZuowwqTdKE9vLsWfTCFCSm1AZIRc1O0BYST5jLkS6vmFFnb7CN7iR7CED7+/EIXjM+2E4CiOPgieAHEZUd6hg2gAx0ZYMJabm+8aYA4FBRvttjmxVBbKaL3tY04eXiFRklAUL1B0+BOQIi0Yy4rYRGpru2UeL0GrRn3lYFZvnasI5nYFUBaZnESo1dgDf2MkckDPHAfxQzSHBqMoQ9MG11mSidhEhE8OFInOfSXQJtj7oQDzQjGtsjCS/CCN0p9hwHMg6Zwakr3w8TwpCBWrkXFesFURscJC95w40B2P5FQYUsQQgAx5m/9RgYxTDXAhcApRKzJWMBlOuUQM/fk8fBiHPhKCeQQPo11UuPzxKxXv9b3i44nnmyiMQYngeLr8gS1cFRXhbUhKsnPbhcmCEtkajNfNwGkOPZiLN9g2MBUvyPFLGksPW5Te6X5o2tGgHUoaPPOxf15ssZJHCdj/MzSMKmBNK9N4yi3dQZshXHsCR4ZYRzjc/+b8dVtQO+Xo7HRXKmFxRZ4aN2xNmzZviUMVD3IA8radCKPdr1aXataaexzn3ggrBCDcdGFl4YRI8c4FOkSL9osqxWi268wWJcYrPVrloUnnpZP2lEzwwRl/+2WjcfubZvD3Mdnhx1i7iaMHKaM0Prw81//Plxx7afCW4vfDeddcJk2997esBjrlTaKpTn3yb+rK7ymovRkMJ4jw17xt/qDdG5dVRr30haJZSqHGenWHLZtXB1ekYVGlwbZ+ZdfrbEmBl4HKTRwJDL8/Gf/GRbPf1VM2jaxPw2FbMhWgYK+KuiOHo0wBmbS9WLVtirERliWckq7BR4uvOAcPY+8yob2l5XElHDbrbeG42ceZ2PeIUMGW4QPu4cW7fzzPugwZJfCyDBS+MndO3tOWLN+qy0heokBa5RvGQBy6uHTQ7OyTJ945unwukprffazn5VtSLO1MXxxbzU6MO7Zs1eebne47T989SfCi6+8GV5SVYedCo0SOhQtKOC5w+OxWkCMtoQ1daawNpIjBJY/fMnpsphs0QKtkKcW5DYlQJRJj3bgQF34/r9+L5x+0jHhpOOO8dh33Wa1d7PAHTKLfgP6+/ACywXTBigcNHiID7GEUNmc42YY9TkkbXSrEMCCFdNrSLQgQ5lkrs62Zrd/tUyU90qcTwZnuZIIbrnvhfDsS/PDhy69JGzdulljqjO0CGAPV0Znl9hDwpkY7DrqUKn5Io1bXYXWLbXzsuVLwsxZs8LGrdskCdmnLF6V81Iixh7ZjZRprVoiwH749Elq171iQ9eFd956PVx9yfkCtK3hyWdfCb0GDZO1zVQnbOzatj706t0/9Bs5XQbROhTjayine0zZkaJ002fuVubwgT06FMBWDhgrIA1YkgZQ91ulg36HzFgbxRC2CCjuEgi8/fY7w+Uf/Zx84iaEvbBLAvJE0mqkTYTdZL3C041Nv8KaOq1HMJtssGz2hrfR5kWY3SujziJRGsImr9+1pyxy3vW/AW3lCcSwcuaIRD7UZ/03dL0xUYpyOCMygQfuLq+zGbiYfNHvoylz8hGz/pnze9wfc+lGg1me8RDQBjizvymvZfMqAZdFUiOBpATY8p7OW7y/sa4DsHhG2M4SnRfLMYRBBQtl/nIUKO5jfi4/BdEKdJQpEqM2iNIsNhK1Q7Kn4ZUFwJQO6BlI5vrRBr2+dpbBQGAI3yS9WzyEa4czK5P8+9Kz5MhP9vsrHN7Tvp33+4JWP73PJJJdFvRkel50x70UAmnQOtJd63mz/A4BlxAitjhj3JlsQsJEbVUIDsah1iVF3fZonpY9/cIS7XOp/E5GtGkg0GA5C9LbsRoDkINwH58h/o1juCsKJNF/BHbRzd6DJG1qf6R1S+HEaMmgCaUNpLvqjFaq4faJWcoDtgDaPLIi6eGMS8YSYdyCgL3IFnnzTAxdHmCHfs8bcc6SZdyZIuXe8X8rnAiiPxpgLSZAAPrzwOHe48DmnlzKghBYOo1wvwZQXBPAbzAQqU8zbrSv7jMLjjNQianFeLXFEyKDm/sDxLHJu7KATz/xs+JXBDiAPQO2XDONgeqwHlmiseIEheYNNtK95zkTz0IR2LgsE1Su7pg+Ad2QyZtPXfleY9jB7mnpNBjBS54oObxOfwDa9lnYGb31ePZSrWHWE3qighlKJ3k+RaVJHuWUfE7hvFNg2fz+1AdeT7KeDtDnNo8nsbhIFkHbwfq23Cq5eeNBoPTgEVsdVlETn/FfSM0WR8UHs4lzelO7NQh0zX/pmbB5xfxw9rnnhhaxGNRh3N+pTZEkFPSbYhZULlQat4U2Lj1SmZInnXiKNltt+JYuaKMh4QemxZZWHeG2224LPWWlMXXaxHD/PXdJbyTXfoEfzLIfeOSp8JV/+p4sO4aEdxa8FV588cXwAbF7I1QuqGOfRNpAcDYfyssIVFTov81ipBYpk/KooyaHPhLy79kHACA5SK/XtQ/IkqFSeqa7b/2DrjMqHHPcqdbCAVxgv/E3veXmm5QQMdcZn7AvjGd0WtiKbNm0UUa7/VzAHcuOF6Tr4/uAAYPCicefGO649TYlI6zTRl4XLrrgXDFw82WkO80h1v56X72uAXN9042/UyWIUWJ1+mjT3mt/t9r6HiqbtCncrcSEI46eplJWU1UTtKdYtg3Ww9UK8Lzy8lu24aC4+vgJY12VBME9wK2vGD8E0D/66U80UToUNr1QTGB/h45/cN31cmOXP5pYLwpdU8UB3a11szpIbRdg6SXdWatAVn+V3/rSX37c7F+bNGgDVYFihwDZhi3bwx13PBS2bt4U+vaoDl/98l9KIyZGM9Vf9iFF63XP3r08ppinAP42FmoOK/SYxkGrNGswbbmMVUvzHgMfRiPADGBHma1O1XntVP1RKgnUqHyUE6V0cOje1De8vEhs77K14cXnHldli2NcS3bAkDH6fM1f/A9de5XSehrGAn5N+vdu6RUpKoUT/HAlhaxXlYKqBlW20PX3KtRdqfVi1cqFqkKxJRx91HFigSeovNWmsE3A7M15c8K1qtKwWwD9tTdVi1amcD2VkVrff1joO2Sk1kiVzCKjjw2O56S8nyqEbNm0SjpIgd+GvqGhlwA7WXYCYayf1gPp3upl6LxlnbKsla07ZPRkJZsMCDf/6ufhqJkzwrjDjw1tsgNRHSQXIcf7kGQN65g0j+KxL27eXjMNG5gPWU/E2gfDorWfA14iNEhAMY+SNu1DVov/8sci8MmHw/iWnOGaLa7i3cW12B527AP6zJi1GLXG/j2HbdZD1uLkJh7lPnH/sXwCEOV9g5Ow1mDGG5ENjTPGlaNWgFxYIQOcImjzfsgelmQkeV2NwpsiG+c9DjmVnQrEhKVwXz7cprNz4ZCcGSm/J8Hl6F5QPLAXEsf8vCl5zuNEn5WSS2I4trjuZ/aNNvXTAEJjj3ke8eVSk2SpW2MXP48NPoM2H9oTzrC3K22bAF4GpX+keyzZU/2Z5nfQ7FO7V+X7BNgatch3w0tVawfPhvwKXIH0ys+n/Z5xyRhv1wEbo3sSzppVurNZc7ps7isrDNoKmzFbWQH9R7RrEAGjA6sE6KCCAkxb0q6lBLoIGgAGpvGidiA2EtfJX5HJy58Hi4QrPCFPwgVRYZaE+qa+pe0xWxZBW164/C8AUarOwOf4wTHFg5lJ7E3WZ/ke0gZfym7lZ81hWA/0pLVyhzvDI96XQYTjorGNcqaK9WZaRJ3qW8KCWc/FqUDXcWbnIeDN+jcnKmTdYAqxCnUZwLhKAmGlyMxFj7YI1vgCTGZtljVj6VSYAVtsrXi68D3Qdz40QasD2nKBXaZI7CmDEPdy7AODNms/opA3ahpjOBbmz1S7YwZYmUTHf4d6AYYAcHylyFxNlC/icNK1ee58f7mPcjJLfLi4kBSyaBNoKw2Vehylsbr/PRbP3Gbu9xJwH8djCoOnyXjomMjjJbLOEUQe+uXP9xinlWIYnHHPoskGxsnYGjrp2CiO/doLT4UeyrijIPhQ1QNtF0CoqZIRLiXfBBLgQakQUqWQ0Ka1S8Mjc+6T99pMbYAzFfKi0DZ60xjy30c5F43Tal3vt7/5hbVleHAh3O8n5uPp518LV338L8Kw8Yfbhw/92oJ33nBh9VmzTpHh6hSDrfJu0rexwHqxULhU19+2Za1A1zMCPkfJ6mGMmHU2A6ExwmQqCjjngXvDBGVajhw5WmJ4NKcCHqz3YjEaG6rDdT/+vvzb3pJlyFYFWKMlUKOSIaixOaBfXzExi8ycdSlcsEOi9TNUcop5/MqLLzkLcpic9Xv3aQyjRg63lQTVAch8BHSQYTp37lyx8g3h1A+cLPZmt7MrBw4cqucoC6+98bavddKsY5XF+bKyZT8QVqxY4czbVSvXhluUmPAXn/mcAFa9mLWeAhQbpOESqBs0NPTsMyjc9JtbzeJ98XOfNuipVFZtk8LAt8y+P7z59jtisepjiEwL6149Dwsua+F+LapV0qTslXt7D4UgLzz/1DBzxhFOwmBteEvlpO6efZ/6oc6ZrksWzQ9f/tLnwgCBysZaiQ89lQHOijgo45OQKHN6hwBlLxWCB7SZMdPhdvfunQbRNdIJ8qwtYgbJIs2F5PndA3PmKPmgl8K29QZxQ4ccFtcxMW1t6suXF2+XhUsIc2bfoaSNlnDRNZ/UeFRWsJ6NdYzqHZWil6oovaexSerPhk1iK48+TvVs18sLr0591CusF0DbLV1do8Yt4ftHH38kDBk6MowaMVG6uAFhxYatGmMCVWvfDG+98Hj4y49/TCXQXnZ25xaVSZsy69ywqxPvrahj6k4cXgxldyXR7Ni6Tl55m+UtODzU9pB+U5mkrExECggDV2q8VYkB3LJmhdjpRdJ5ThcIHKsxqcoP3TrCT6VxO/fCD9lfTrVBovkue4rmp477icnH4y0mGPEVDdA1mF2rNB0s/beYzU+YN1oDRSkIB5//zVfUXJUsMGmPiswaazDJbxgZi81m7U/OA97vCPUSXi/R4RpYpshB9CuNvqEwsJAspVEz129Fs5XW2RiF8mnY+0Y+UMd28Qj1Klym1zlUrJ+rDaTIANXBM5Vhs3QKQKy/oSHNhA1LpUuwmeQgAzQCRUgMDPOdHKfPd18gp6EnfE+RZeMra5V92k5dkV/jX3idTxp8t1d8USIDEwaIuMQaOz1/dExIKW1p37GpvJ84H9Tj+IiODQlLOEqXwG3SnJV2ZQTY+rvmEnXG0es3yjiY0GiH1pYOlQ4EXGLyDQmFzVOVjdOp0aq2QdOMHt1RMh3IRLvtkXyh7PmXVzg8WkDVScyYO54wFrqJVp0YzUzopjPYiICnaCKXBwQPmkFKgeKkMzwgE2jzwIqLH2xNFQJANYC9n/Aro/GtnRLipBOSDsxjJxntRpo0XtdZjvR1auxSJHwoQ1J8XsJ7DMPYidkmg9eXery5lxI6ZyBG2jixXWYYIvXrQeWBGs31ImCLz+s2scg4Xy26qnuw2iOJSZCe1aeGyGwSrs5g02LL9PzxZEVTxHs15EreMwZk6SuzV7yikCFDzJ72x3MMcJgGd1yaeL4Y9uRn/m3xrp7FsXltQJmN7KbBFxcGLh5Bm8PJLtOVCujq0Si5g/mn9SHYRejKPLcfxWLPVGLMGsZ8wkvjJNm7FB4o6dvy66wrTK1XeM0h/8gA25+XQVia2BxX8vgozIH0fn9GKX2fP6nkGg7mu20EqJhYCtXUKzOSiSqjNIVEJVKX78ajj86RpcTY0CTR/bJFC9Resdh5Zc1ATUgdNISJ2jWRod/rtemXdexRFt6GcPOvr1PFgTHhEwJg0XtPTDfMSWWjQUW1sk/n3H9HeOeNl7wg9O/fP9x+7wNh0tGnhEuv/jPdHe3N+k929j6VBVoc7r/v7jBh0kT5ZV2ojVsaVYXCqIrhUJjGcke7QnISfT/y8H1h4oRR4UhVWmjrIpRbGR556AGVpuodxk5UJQVCRvodwNwJOdpEa2Vqet1Pvq9EhCWhWdmm2mriPFCb4WuGPhO/tv6qP7pD2YZlqqN69plnKDT7mnRlm8NnPvmJsFH+W1u2bLLAeP58hdqOOEoAUG2jjQvAe/fdd4XzzvuAKiUcLi3VuwJ+KhslTde7YnVeee1VsYmzVCKpQe3UGqaIpXvhpZdVCaKfnntOaKipDddc/WEWHjWmNIYCJkgstsvMc+5Lr6me60Lr5iYdNsY1NZmzVDb41c23hmWr18u+oilqbY1SYyjDSUPWrio7VpYmJCBMGDMoXC1miYDCHAEoQBun7auuuDBMnz49fOVr3wpXXnF5OAqjXQFvQDiJHCNGSNhPwgOhTtsrKdO2Vy8Z/Na6f2hLwCugjcMBcwfLFMCkE22YX5pmZylsbCZJ4GbAgAHhup/+0u+vUKJKWW1PgbYdYeN2Zd7z7Fs2h2efeSJcftXVoUVCLeqqwsOS1FKuNty6VeC7vleYqMLva9dtUtkrgVmB1D5iFIN0js2y4KAU2yZV9GhXEkFDQx+NOkVg0DtrPAP0K8qVabrs9fDaM4+Fv/rUtWGLgPHCZavCgYYBYfxRMiRWxQ8bmsv2o0Z6zPIW+bUpS7T/uCNDmUK75TJ3ZsXo0PjBc2+/apJWa25tWLLQdVrH6N4a+g0WmDNPZ5BD8sINP/luOO+cc9Wuk8Rsy7pFnm+dGosVCQxgm+M9KYn0s57Nx7pIsvl/nLWelpqYQc8PrOpRIP7/8uV5mS5KONhrE2tOktfAOrLRo3Vif3QIzubr6Es50BJREvPOysq5FJIglXUy+2/mLIrs2Y85KMeKOLCIsepNFwyjAHQVQN2sVRxTtLVZpsS4+djP/q0xxfPz+ViwYPeDbUv2evU+kNoWcMwt5J9z1CWuwVELTmgyJ87ZSoz1GGCEbMT7RDSZNutVAt7y/k7jl4I2y2KSRi4zY5kyyvuod8zUaehHbbHk3uS2ImOZmcF8WI9MXjrAp4iN95XUPhlkZoxjcklv2i+zcPTMOGIUxo3WjQ6x5WTLomVrkHyDbQb5S62Yd96Lbyt9uUem3daoA94AvRApz724LOKgdEMZOeZQES8EtLVrUYmsChkdZKvFEexqXKlBza6lwcdiZcaqsCkW2aTC50FFmqZWx+iV9mkjSynF8PMixetpRCJ6MfMwpRB7s4xMnK0+LAg3/fRHc+jQjTlv0IXU4DSIspnqe0/CBHB8woli/e5C6sTljdQTA8dkcq5VqkpAx1spBu1MSNe/55l0YlTMkqw0Xs+A6UI4z09qC9ozOkwngGMw5VUkspWM7WSsy6CyZQf/cW+8Kp3a3H5chUlI2JgFSJ8Xa3dyfV2XMKFPUpqQeh1/Av0TEkYQbAsKDXDAGCDTdhCpkchwjOcPJwh6khUNmyukI5JI2DRvDI1yD4A2GyyiT2TT073mU1gcT/H+efJMsfsDEv2cnw3QFsdunFDZSsWTtwTg5ZNWHuf0VfyQBPrTZ+Vxn1/nUHvhSeMz5vHudkugf5822CwR4NABO9GozWq/RP5UFtgqD6vpAh9s7OhoXpI/GwzmuMlHy+S2n3WinDy7wdhgN6OkhWptmge6msNvf/VL9VZl+MxnPhMamnpYB7FPiQowr6uWvyXm667QIModW43Nm7eGtxYuDX//7f8Q+yODWenRWmTx0aXFg8/t2Vgpi43XFaa7TeHBSapi8EGd4LSo+7BDKasIrA4Q2lTtx4cevFVmqSPD1OknSFPWGuY+82y48JJLwx5nrKrtNF5Z8AGSseTcvnD9df9h0MbPEBasH3XSfFHcGYPXu1Wd4PRTTxajh25tgIx1Bxj8PPbQQ+FDF5+v7MAo8u+vkGarwrx1jU0CZs1hs8KLq1a8q4L3fWX3MEHNrwVRn12jLMcgTde9CotSVYHrjR01OqxcuTJMUC3M9aoh+tzcl1RofolBIXVQW8Vg7demjw5vm+ob7pI26+ZbbzegOvecs10juFohQfR3yAoAdU8+My+8s2Sl2pTyUjFM1a7EA+YnoX/K6tlFnfNTB1mkfxMeEmBbJJDeT8Dro1ddFkYPV902NUIAACAASURBVF+rre6b85z1a5dffJ4Wbs0HsUMwaIxrQBbMNACsAnsP/a5GoIwDNPo3Slw1CkiyjkR3eOZuXIdZX3rJ5+2MD14QIwMCbZ9UosgHTjnLOjfarF0+aSu2V4bVm6Wn0eZYoU5atfSd8Orrr4TLrv6otG2qqQqbRO3UPS1hjTzpxh4+Q/6ATWGwWNyVK9+1ZQ42Tf36yCNOerOly1fYgqZxwBhp8Mql3RHI0rrGWKbkULkqcmDX8uB9d8leZGf4wievVZh4c5i/ZHUYNGpS6D9mstuwQjVHO2XEu1ESgX79hoTKvmNCqyoeVCg8yXoEyG5v2669Qto5hfxXLlkcZp5wamgaPDZsE5gkauMogNiJbgJtNV3bw69/eb1q2p4UxitU2q4MXspmVSfZTmeOWtjcNH+RhBBXN2IN8Sv/NbJN3VKkxUld/wPQlteVeO1DQBvriX7pCi3a49gT67SR+7mNyvT75G5ABIax0KE5ZWgFAErh0KI0RuOKvcZrqf6tf6CRjgbsJFSwJ2mMWI/Kus4cZv3WCdIh0gRavS8QHuUQQFJSmdiiKlXzEBjR2EF7yD6OLtIHB427HD0pEiYJpCVzXZ6f+1KidyFzk3syuOTe1B/mM/VcHCLYIyI4i6HgQhSL/SzHXN1LaR9gr/TeVuw9k6QmZMALcd135CjtmwWAxv6Txkf+Xb5u6fUMrmgZNVqKTRU05YalxiViI7XGdEer7yQK85tuaxi1WvUhCWAcwGrkrQTblkkURzRVBhCpi4cE94W2/5l5Szw6M3NhkWMCcPweWtUfQGMky4NorhtvH51NRr1G0qkxMmjzgVS/s/C9QHXm7T7HyKOpHCE1J0LQmIAShnXaeJ0CTzwdZJ3Che6sBFrcwzBtnlxFTVp+trzJ5005FqDnWfO9FBktT0JAICAnPWgEeXEgWDhoHVI8/VhEaIFnsjvxBItt5wGW/6724z46YNwS6I2mtxxH0iSmrbh/GETuwzeTQJtBabyPCM7S8/JvT4J0EgDYpHBgybhN9xInD5PVIciU0uw6ofxHUkhiO2EaWHRzv2Ww0k45rMSK5fbMGjufbkq1aFo8WwUY9usE3wUwAtxy+gMk6tpOr04h18hYRRYwLkCReXPN18Q4ZrDNo8Y+LWov/DOfwYLKGC45GRVmbxrruGL79SkTNoLeNMHTPXi859cnAOzAPn2agBzAGguaDonjceSuVVhrv7y65CtvEfhe+V81t+wNww+bIGCmd1lUq2CNnnnb1g0CE4+rhNMMAY3hWlCZuPICExColrC6qUEnMLUT8+LhOfc7e+6SSy9XYe6hBgirli0J99/2yzBkYK/QJMA2/+1F4fkXXwnnfvDCMGnyEeHwY04Km3fvEyiL4IpapGygmLCyO9x/3z2qK7lZBdYvc7ZklTIM97RRV1fsk8xvqW1aK+D49hsvq5zWVltlzDrjgrBp+26NG/nEef6reLlAGeMYawaYtu98+xsWj7erTBe+Q3wxBmp1ouwhpnH1qhXa7PuKqVEmJ/pObTxr3l0aPnjOma6d2atHTwGbdoVEt4Vde1vc0g0y0SVM+qqe78STjlObqISSQn8cImsFYH5+001h3Lhx4ThZfPSUNcYA1TV9+51Foe+A4eG1t+aHe++bHa6WX9sgsYQjhgwM69ausYltjcT2TQLNn/3rvwnTlKhwySXnqa04RGpjUtYrQ4hTbm1tr/CHO2aHJ557UWwblSPiRsU6xfOX44emg0x3ATqz47pGdxZgJWacf/bpYdq4MZpXrB9aSzX3muWRdp10ct/65t85sQTvN8Yja4mZSU7nCs3WKKmgFl84sdXMQ9g4Eg3WrFljUEthd7RtaG5hpkiI2CDLji9+7W89b8475wzZqwjUqAxavUyZa7orIaisNry0tCVs1z140SQspWu3ClTdccuN4c8+dlXoqetsFMM2evwUYXlVkFi9RutetRjSAQJEZcr4XGeGcJnC4LsF8iZOP1YGzWLeBJ47NDZhiNA0VolJbVe2aZeY4zUbNoYRE5TVqTD8Df/6j+Grn/9U2L5uY1i1dkOoVAj6SJVr26lElE1bdygzeprGrW5NpaeczaxDX5nGbnWZfAvLVbhe4eU2CbPHTztWTDXmxzCMehainTosVGq8V0qDufKtFz0HH3vmuXDZRz8e+gwb5dJaZXo9Byh0gx7HrKxeAwxVIsvmDTkxYPptgjF+PeHByMDFw2FeJ/heysiUrjulf/Pr+R8Aflq3aFdv9kgsCJXzb32nLfH0QzMKoVHKLNkoPa1FmWmLSVske2kew6zxHHogQBsHhVhnOrKHjEUSeOLhXMSMHt82IQcdjqNMJt+TvVQJz2uwVqshkHX4nhwSjc4Hpet1fL4YlTH7qtcaUOm1bdK8sieYRYIR1EGwzXIsqh3FfYpMziyTMePpPTVp9Hz2jnt4ZNZy5C32WyFyk9b3uDWjzT6Y3HGfpX4s6vH/GI0X7awifij33OHAHrFIxkKZiY9JfYl1I6qo9bJGbJqJDe2v2JvRr1UC52hIC5EtDoHqD9oLoJ0jms4AfmputPzID52YwsIg9Nh0o6SUYA5guhG0Y2aDuCgghE7joXUiMhOX6oIWwE9JGCqjb38nHs4D8FZQuoYADxMnAagdhM1giGAMfxX/7NOCsbOHrIunJ4apCDLcrvr/YtYP4bsMDNxRySyvSJ2Wnrci+IreXUZyvi/ez3Uc1k1AjIXarIwNHItMn0NICcTkMCZXcYhR/6EnioxbBCgxW5cDFagmAtiIR+M1I0gqMjyAM5sKA3QSYDbF63aJkygWbo+0r73x3O6R+bPTOuFmTgBosNg4NBFNy5NZSvgXjZomNu8jTO7wDfDY7RAnR1TNxYlTYLOY6ukkhV9Sh8EeJ70UbnDB98j25cGeT2n2AYSB1N/YfHK4OV+fhSqGdlPfcw90VwZj9Faiuq2pSBO7cPJLND4blpOF0NoVgGDsM4cJSg4abi/T93F8Wgemv+ewMB1XoRNiNwGe2rJ2FXJ/xM7+5198SdglkqNMm48ziViwNG+6K76wf9/uMPfZxwVmeoajjzgyMl0s2Gpve3upVJFPSPIxeuuNV8PjsgWZPHlyGH3YuPC3X/1imDl9bBg9QuzH2vVh6bvrwn/+6BcCD/vCQ2Ktusu64ciZJwuIcQhIz6JkAyYb7dBdwPCpR+8Pi955XQa0H5FGSYkH7TpxS7jtxIJKxLPoaTrCg/fe7mSBCYefoOeXEFztD0jJ7UO/8lhVlfvCD3/wXfu0EXlqlgEur7Xlh/7VIACyfYe82WRhwaIE2ziwfx+zirNOOj70l+3Hww8/GkaPGqO6mItD/yEDwrCRo5SxuMICd9pk8KCBLjAN6IItXCoB+vMvzFW5qI/IYFYVIKQR65T+Y+u23dqoqpWY8EA4/4KzFDJtFNOo0lYK0/L8mzdtU7/Xhp9e97PQT9e88JILtBntdw1WPJPQyrFYksX12GPPhbcXLVcYW7pBbDm04fNMbcqmZIx2Odtd84YqEprXVfJFa2qsDZ+8ViC7Z72E+ptVHgqTW9lQMDurGsIvbrzJoeHhQ4c42tBTdVIdNtHYb1ZmJJUyfJ7TGKX2KPognj+b8GKuCztrJlrjarfCpJ1ibHsrRH6lrEwYr5//zKdkv7FLZreTHVrGWf5A917htRWqWbtX60FiXgBkyhqRhm1X+OXPfhjOO/escLwqYCxW/ccK2XoMGzFaWsQlYgaqwzC11ZbN61ytAtAxftJ0s3edB2JyC7qcmDlbrs/eoqxOgW/Ng1Fjp4Q21brtEqBtPLA73PWrn4U/v+xi+6y9oWvvFPgcqKznwapj29IpixIxxQdIwmJ+qg0qBAD3tW4J61YvVamyFunrFLbXazqkDS3TZ7MWd6kuKX3YIWuWNRoze3XYmDp1sjJma8KNv/tNGC7fwg984CzfaxnVFgAuXjsiGGB3i8xZXHUPaD6bv/Hf9DsxS5m1z+z+/ytoiwt6IgZYh9j7HE+k7mv0BAXAEYYk+YX5ZOlKYpNYr+y3mUgKExqESDl6e8xEciWGJZNJa8re93vIStS7YynFImgjs9Z7pJuDDVB9oNeTlAJgo2qRD/aADYEOl6Fi7UsRFj9X2guKSXbxOV1xgP0Hxkv/9uWBfXpueAxNLYdw29kfIT64jjM5ibTxX7bkSVrwQ0BbvnZMRCiCrtJ/H7RPpehYDotml4LS1xTZQiKLGZvE8WB20SRM1C9nH1CAmsGpXm9ZgvoZD0XvZ0q4xLIInIPFGYkH3mtN+sTKUoTBvb8ZXMZiA7HN9DvMdfMNxqZOIcDU6IUOSOE7fgapM7ZoCDzbuHhExpyak1kqoAGPn8QYFQNoxQ715yLkg5bj1gxSOPglLxZSnGGwdN8OA7p4fBLj5w2ak2milb1Je3/OAMKBRht6ut4YSDyBq9iJxY4thMDSyYpr2NwxMV0xESIJMRMw4RoW6Sd2MiP7CCZKkH6iuyIoSJ2eBhRgjWxcp/gDs2hHMtL0cy7PhWWACcECwIyZMz5F0HBqE7yZYMCYOOTu5sLy/N2gKg2iXE/W98p7k3iUhQJgyOmOYspMSoc6mZjaKCpIkdfA3KuNJ4M2Psu0vYdVURfpwZX6IZcBwQ8PIO+JCuBK7Gs30g0BbfqsQxk9jyuNr5zkUUp3+7EBuUn/6DbnM1l0S9hRasAZLBe0FglUMubQcRXYVuS0OeycGDYwfeqnaA4cM6jyKdTZu2JSCPuV4cmhfuimk2KVQlZ1ZS3hsTn3hF2qKzpu0pQwbvoMW2OY3eQAgskTnw+I09L07FNz9HNrmHXiTDEog/XBYmwE4Irl13Q40uK4etWi8KSAW3eFQzesW61yQcvDlKmTlCn6eLjhxpslah3qUj5dYjMeeXC2fMe6haOOPFYdqbCQWAsdE+JiIlNVrGxgxp588oHwwtOPhjPOOlvlg2Zq3AnUSJPEMl9Tsz88LfA5WRo2SiBRh7KCWpBqm1y2jeSWyIoSKt1npm3TmpWuLlCu/t6+S8J5Ae8GeZlRzWDx4oWhQRqtbdJAYZ6LJce4w4YJDPS3Ueybb8xXCHCPCsEPD0fMOFK6u7Zwm0KqzIlajfMOZUiSFYoVxoTJU8LL0rGdf96ZNvMd0q+XtIDbxMqNELjpFX75m9scYrzsios0lrV+UEScpA+E8DJzfeThZ62Juvaay8MAMZZ0NyE2fPGYq5Wy7Jj3/Kvh0SefVsWK4+VDNiQ8rKL1ZAUj7GZNYj6wrrB4d0iTVS8mDNPdRjGbX/nCJ2T3ohCJxqqOVoogSnuGAFvzZfZ99yvRYr30ih8vMGwN9bX2a2NuYfcBKKNCA2EjQCSsHmAV4Ib1CVpCdJJoZ7DAALQ16e8fuuIjYlzPC6OGD/TvR4+aoCQQWaMo+7e8vm94Y1V72NQS5QScD7usNdUw0aaxSyzpmhXvCNycItZD7LHC09UyZCZTfuO6lfJzU8k0hXTeXrI0jJDJM7VrZWDgsG+1QjyUo2oSI7ZbmsUt27aG7S1tYZKSadoErvYrS5Xl8ED7jtD9QEuY/Yufhv/z5S8ocUZtSohOB5vBqsO7r1v/IF7NQL9K61G5wFjLrs0umdUsnc/xs84LezTwumCaCCMD2tQXFV3bdH8KrypjeOOmrc5uJjMUiUcP+f5d/8N/c1bx4QqXwmXRD2Uac2S1479WxmcxNdEikaXaibYqitItaNf8Kd030lZzEEDIa1N8U/HrUODA1sJ4i/MxQsAy2C6Na3qDsCPsLAl6ACU2eaIf+QDrkk9krKfDerR8igxVZqpYk7KEn/AzXwAnM1c+6AOkYoSDOU29YB+m1BcAtP0aT4Rp8boHtFFfF29Q7of2YH2mvTK7RgQrkyJxe0HzmizBiJ74EJIiR3p419hlnXeyxD6NN4FNvCnpW5ZoYQiexQRGOkhnzRnrv3VjJSRJadt7j0vs2aF9kX92u5eAu8yyZaCWE+9K5TWlpBPz0aUKvZdET1cDtfQBEBQZC/hvtBXyGUAvwFlrSI3Wm2iCTOIi/rdF37pYurLEkgpNW8FcN914FNx5Z4p0cKL8MlPjWDdo3sLz2MCmW3Mjsxmrc8h6cIOl2HCBBWJgJtbHpwazU8VsD57Vm7WF4vHmnd3BfSVwZ4+ajNbNROXNtMio5E45GG2n53J4kdjxe4G2RL9mxoYYchRImYmKdHkEg5FKJ4OECZdPY/H+c0cVwFum0EteR/uwgSAkJm4dmZ3ooO425AfaMQknYfZyW3nh43SjBYmJ0adPP58NcwaPAXACxOj2YriUU2TxPg23jODj6TEmgnAC0CT1ghIzVjH0pWQUn02FBhekZoYnpi2fSt2eKawcgVsCqEAjngvQlk4qBm30GynXKVRbOCUx2ejXBMTM6CW2spTJo+fdNWoHAzhAFKto+jkmzhzM/nlcoMUC8CZLk0MX0zxmHdZm4TC+j2GIfCCIYXLCne3aqGqkG9MGSkhLz1cnw9r7bvtdOPv0D2gB7Qy33CaWatCwcNbZ51ifwcLFCf4AJVsgvgTaZPIf5s19TGGft8MHz7sgjBw1nspEZkJb1eaEHqhFKrcelb96QqHShWGnwAnM9rPPv6DN6cTwpa98Q5u4TFapw6eMvWp5XD376L22tJh12gVi3nrEQtoa+3U1seYlFiJBrODC+S/J3+rWMOPYk8IZZ5wnRlXFyQUM3lEVBLpn+MjD9FmwtrFP0eDx1a6brNQzObSiFqqtLQ//8PdfcaH7Mm2iPVXgHEZurwAGomtqezJ216xcFU444YTw0ksvhNGwKwP7CGBWSZRbr2SAdyzAbdZmP37yJBdqX7h4mUKDChtrvNRo4ziA9QmssdqHcOG0aRPCKGWdDunXwxVLOBzMff4leay9Hi6SBm/IoL4aH9LJiekCbG6Uae8cWaKsWrkufOiC88Pg/nL01z1UK1Fhq3z0yGqnbNWCd5aHm39/WzhNjNi58q9rlq7v5zfcqNqZ3XVg7SgcGNGkASbxFavU6blT7YKzxDWXnSMLEGVvyobCIRnGO2WhNK4Q+P/7978Xvv3P/6ysW1VdQAOjNuqlsDHtyRhD08eC7sw/DRxCtl4TNUcAvT1URYPyVnWwIxp7gDbsPj75F58PF1x8kYHwVoVLJ008XBqxflqvBfwO1ISFG8vCdrGq9MWIkaPDfOn9KqVJ89yhsobY1d//9qZw7Ueudtk1Ds9D1L7b5Hc378Xnbfl05MxZoUOMYZdAW7kSALj/fUoiaFJ1io3LFDZVrddtu9vCUcefpAQAafAIYXIg0IGiRgkM1fuVPbd7c/iX//P18M8qQ7Vg8YKwUwCzW/c+4diTLwg7WgAl0YS3tXmjmeZeAp7jJx0hvyoJEChTpUMCDEaN5kGNNIqdu+TppjlJiHWEQrt7BeaCWE8nbLXtDg0VbeHnP/2x2NuxmjMnhd59B6q0lu4bnzuthft0DRiJWkr96RnL9F5XVfCBW2sGNTCN1DLjcjCjk/ed/D2vF7nP/vjvca8gUoSEoUvzhOLpHJqdTagFCHkEGmPWf9aYKMNJUhzWVt8PIcaY3JYz9UvraALucliUddWm79pXM2jjvoiQVaChgzGnNqvDtGSIwqyx0Mpy2yRFTMRh34hRnmSFBQhLACM7LfBsES/E/SzjgLyOZ1AEMCPq1CZtsCVD3vcA0oRV2fwj0+YohyMokZzI5EVpOxdJmz8N2nwPgKAS0Jb7+dB+KgV3paCNfRu/Pw6D7jOwCjtFYj1jtnPSqdE+altIEUCd8Q861cR07kdYjgaxZM/i+cw0J/kVfyx7tIRpi4wM45EOYpQyoGLoqrSReSBO1ta7ccr2ACoyKO4cTi6c3bKgL4GsQ8EMg8PeU2kz4CERH0Z35iKYy344EbxxPIkbqMNkvmXi3xmcGI4UFresu4q+ZokxS6CN2Fju5PicMZMkgwaOKRHcYXsRQRsgBcbPAny/PMac/a8E9op3kECDCxQnljCZw8aJfCCsXbu2IMLndwzkHWJoHFLyySTXy8NTK2crgtoiVc7rB/Qf5C6DRs41SaPejuERGcL4ecXwpZ/b2R0RtLEwgOw5zcXiu1lUGt9Hs9PP1jQmWjoO8phaXmyX+Fnx7BHZRWvUAPppUtM+BnAuwB7bxZOhlN3i+TgBmlE8mAVLjxOBfEqDJ8Tu3kmLhNlSsgTJUE1t72ul8ePAh28xLpx5HNi/x/efrpfGhd+W+jcDSSfROJFCejQ23Op9YcFbr1mLNEpWA2TNdsit/emH7tHG3F1VEGS6KlauUhYenbAvlGRzuwvQyAz3JQGw5+X0f+JJM1V7c5qAgTSBKhfFiZRi3QvnPx8enXO7CoETEtonG4qlYdLUGWHK9JnahE5RWaKUCOI+1+Iv9P3YIw+qOsDacNrpZynpYbAPVGSpus8EHJlDlWKF3pR27e7bfxNOOmGmLDNOl/B/pzR3L4bLr7zK4nSuyDg305qsR7AhQZMZF2UBRVmLfPMfvi7X/K3SEsksVoswDFFdQ6O1HIhtGS910n71Ur3O119/LQwdPNCC/61bNjqhAs+1/qrTuWQZov86GyqzcLeo3icbKclKFQKlHHLaBBYQ6cOMDB3YL8w6/ijp2WDzFoc7lGU68/hjw+GHT5M+sIcTC2plkwH7+spbi8L9KhZ/0kknhQmHjVZd1S2yscDeQ8XRCXU4nFvhUld9db3zzzvXYIpEkXuUhTrvtfmhXvVB0eqZrVJySNtelZySZqybNttucuuv0uA67shJ4bKLzlfCQlsEXFrY29Ve3XU/ixYtCtf96D/C5z79yTBF4JQDXJPQO2OMcWEtcTqpYwFCYgXAKzPP9ANzip8JvTpjW71arc/57r/9R5gx8xgxYsoy1YLfp/cgv3e/APqBmp7hzdWdYaesNriXOlnFwIAuU5WOMsCLPpPNukFMbOu2tWH7pjXOYN4hO5nNO5rDBoWdj5oh5kwaTNR/+7w2whzoWpUy1FUSSgfVGnR/U2QRsocsWPS9Arr7xLRhh9MYmsP2javMtK5ctlwVOZ5SNu2l4Y1X5mkNqJRn3DiFU8drZHYZRC9T6a+ahqYwSmbL7ao7Gbop+cRSkr32QCxv2RW6STe3QyxhmRjq+v6jFbLV3uIMd5LcpA/Voae8c4v+awm/u+nXYdCQ4eHM8y4WsFNbK2xL6Js9zYyWQLvXFf3N8hX2QS+icS11xMfbJLtP6WqfV6b//nfvbWjNqDQkGxwDJY1tjJ4BbBw2upGRXyJ7IXTIV7bd4uaiz2jMEHXSgddGzdnkRZYT4bzGIvSAMNE1YNq8VrKosxboc6ljC8um5HSHnQ0e/fxRw8b+7DUQn7e0zrOGQsDZvDiBS7dYyXqcQ815H2IP9d6im2IdoQJArAYQZSjW4bEHpoO9peBEKwCPrM9et5M+OTV5KV75owP5H3VL3hnfu78yAZM/yy2QCIUI3nTfmEFrH7D2EINx2jKRWUSYsuec92r2VULsuo7tQLLjA89h0+RIUkWgFvehqJ2N5IpJo4esaUtCN4O0WLbEjZsSDgrMm5mxiKozI0RjRk+2OHT5zkICmPPDJbal9KFzQwIMKIRNw2Q2wycGBIlmSdJmwN5uxMkH6+GI66ZBS3JlZtriYERpxCPpP9gtkPQhm3bunsz4AYS82ZutSSeorA9w4e4iqPADpsESvwNWEfEnkOpnTzeHmJOsJAT3idrlpFQq8qSt0fiwsRmk0dkpRo7OLNctNFgoAJ4iCOF++RugjecGtJn6zuxlYqMMqBLDedDJgq5OPjaecOk0YN0Ev/fAid/z+zIdnxcJ2q2Uoo4TMjltM8gZGwxktwu0ZASOgDYWFJ9GEqjP2oL8WfmkFg8QxZBz7gMWOOvEGB8sGoB+FiEAIoDeQyAuqgUmj7tgsujv0RzYVyv8PS/BmZX0+xJDmp8jgzbe6XR8PMqUBbj4jWd9Qj5CSQAdhCZ8yJBAvaxN1hx3CfCUhWNPOEmMQV8zjJw82XRZPg2kJFLZJ53UAw/caVBzulgvNFUwLluUuDD77t9rA+pUBQWVKJKn2ctvLAqDhx0WPvrxT1vLhO8SITX3tRse/dX+8PabL7l25wwBu1GqxkARcTzDyEKlqHabxmG7Mh4buneE//zBv+oZuoe+8i277LKPyUhW2jX2SYmPXeVBY8EZpgbsAiEClXH+43C+P3zj/3zF4vN2+Zi1KMzZQ6FMmOhuYmwZ/tFAu0t+cbPCow/NUYH3JoGV+tBLNh3VKqDeIMH8y6++EVplfQ8z6fWBvmKh1njto8oFeMAhzu+migTUkWyVVxmnXKoM9B/QNzzyyEMCfn1VE/W40EOA0fII624EpsSm3fib39n25KQTj1OpreawZf2aMGL4MJfdwsy2p+wjfvSTn1pXduWVV9rWgKzNWiUhbBFw+eF1N4RmGcRWSpsHQ4KWDgF8l8Ty7FxNjbK90MPWi3X667/6vENKJBFgnMvm+axqpr768isubTNx/Jhw7ceu0TPtcJi0TuHiGjzfnLUvtlJaNGQojD2boDrzTP1PVi5ZpfoZQNg9JezQP7cqnEyN1qOmT5Xv3OYwcPCI0E/mwbsETmt6DgrPL9xpQ10NPoGgttBffYCcZcs2FSRFmiHA1aD1qEnlq5q3rdP9t4elyhqtF+gfJHNmwpgwUN74tWHBDtWr7zauX6m+UFhX7dx/yAgxWGLEdK+EOJlm+wSyu5E1t2+PQXqXQHCTwC/C9u99+5vhE1ddHHbo9xViuFqk2Rtz2AgBRYF/1cwdLLPeA0oc2StmzDUYuQP5H9bI061rz46wYc1qHS46lKU9U2WyasN+hTdbJTmwL7HaETf6lUvfDKtV1H5Av4Hy+5sXjpxxbJiuwvMyUVFoDiZUoV4Ah5KJ6Au+fFhV/8L6GASxfqh4KvtXLEZ+MEmQ95fS76VM0EH7R1qXqALRIb0wbQlIItsQVwKipfx8qQAAIABJREFUHo54pE2cZy6sldxbSmjjmyNU3n+jPMWgjbWJbHR9J1PfBxKNIaZDBDwRtHl91OdgQ8E+RBiUtbWC/VMAFjBZKzaXz8/VipDtYAPkuc/YTIAth0htAu/7inrtUlIkkwCRrYO9Yy3UvWAmTdSOcKkJofjdB2lCwdxoirzEfTR+dl7fc5uXkhPv1R95f0lv9UveC+DZNqeEiSvdR+LnKmCufougTQd32pp+gNAiUgT49d4RQSbrPKDNZRXd9/nu4j8yJnGbqPFI9DLCSe1nEDn76QUCtPHDrU8qCccZALlz49/j5p1rk2rhzgidt2Xtmjo5M3DxriJazJqxgjFs2oA5UcQvRmVkLFxOismgTvGjwLh5Q46iPG/IOVRKp4EvEgLn+6GgrahBKrJMufHz4Cm1iijtGMerDVhiGLcUtPFea3lMayYtH7RxZoss1ow0dOyEKNznWQzCDJYliFbqO6yJ2QotfgAmNEDoRsgGY1OHedu6XaVzEvPJacQD0x1/QOLsoQWmzeL+dK/2rGHipWSEQpmy3C9YsNOqzO/EOGURp08C7qci0xrbKyUz6HMJj2dQdugJJ5GnHrgeAwaSkbErTASvqCkvy4xWBOdlaNUygGZkp7/l6+QBzmaB6NO0vO6TrK7YTxG0H0Cc7ENFOo2hPeBPnDQZU6wXKfztHjE4TkOSf6DrSPfNEMuMnBlANJvclxa0ugNt4YVn5kjz1DNcfPHFYesuypMoS8g3BDsUs6peFkPz6KMPhyOmjgszZ84UjlDoBgZCAJ2N94BYCcLUAL1HHrlXc2mvqhMc4Q33hht+acbmsJGjwhNzHjMD963/+4Ow/N1V8jl7JgwdOVT2B9RvlKZRmXx1ul43AQmAG4tjS8vu8KB81mA3zj7zPB8o9ssfC+aPLLpO6XVaO3cpCtIafv3zn4eTZ31AermjBbYTi6zn52TtTYyDFcyzlcRiMxA9K7TUXRq5f/jbvw5bN6w2U0CZqAZlc7YJYNVL08YpHl8wQJtBTW2DMjYvDsuXLbZPHW2wc+fusED+bIRn0fTxnoGD+hgUEqJDkL9x7Va1jTIh9bmwmZRQ4sSLDgmw0iW7hzPPkp5J48NrjJ6f7NMOUZFPSJNGX18kexEKpLcpQ9XWF4RfxPpvUWjtvjlPhN4KxV14/rnOukVrZMG/wCxs5l13PxBefvMdDaQYGqYU2H4Bti7Vf2WlapJ7PyEo/Pj+9itfUkarnkVj79XX3wj3PXC/Qoc7wzFHHhU+dNGFskj5SfjzT/2Z5zv2AGjayDJmrFWp9BXhZcKjhIG5B8KqJEo4MYYNWLsd5sMwgoBp1pFHHntUY66b6n5OD5tkiguw7yFw1CwwXVbXJyxc3xm2KgS+F6G71pp9ChmP1rhapwzPDA6j16A+u7U53H7bH5So0j+cec5F4UBVXWjzYUtzS4C3TiHD/bs3GdSu2rw7DFE93N7KDvZhDL802BmNZxJ0CGFiSI19C3VLq2V6vE+gG6kAmaaP3PWbMHHkAPnpVYZ3Vy4TWG0NU489JXQfMCV0qKxap0LQlBLz2tCp8lWSC3S27QrPyItvxNipoc/AsbqWss312WTV7ldSQmWZGEyFY9esWBzeXLBYB6rjQs++wyw9uPv237kW8LWf/HONazR0ZKrjWSZ2TuOOQuYmDzj8se6hb4OJFGhzGOwQpu39mJ1S0Fb6Gg4TBlsloI1DDXUpnS2qddAaKB8qI0Pj92vO2erKBEqy8dA9e+/U/XmP4V1EddL6iy65FPgbQuQwa1rj96m/e2h9qNOeA4AkHAqQowwcLDVz1olSEANe04vyJrLonQEZt3wzYN6XM8OS7r1Um+xnspQnRlyQAADaqLIRWbakbYNJJFLGM0GCpGcqdxnGInBLK3dh7/ivmLb349kijZP2kkOuX9qXNsFV35EBDxNJiJS1JhvFu56p358/KRI60WqMc2QRkOU9DXwaMQd6xpgAeND4ufOx+QXQZlDmzTxvrsUwoMGSPVKiiW0EcZlNy2FHbiJufFm7lDVxuQZoBgARPDiHMT0E140hG2t+AGoMWi1iGfCZiMa9GkZMR38/SJo0pcg6JyawudiUo6RnvNkyeN6jozPoyM/ln9n8YeqYCG68ItNmtkgbRu7c3FE5TMnvrTFLJ4NSpigDBPqYRQO/JzrImUMalCNGjNCGEjuM9xFC3aATM9kzpEBDg+fnYAINkHg9liGJD5snt7VQ2oiwo8hsm4FHahRTsgAln7oiuHP7GqzFBSKHhzPgLp5soK8Tk2XQziRlxMVwcg5Hs/Fms0cXcNd1I5MXgWy84SJ76PtLgzpPutLJlQGYWU40IOojACbBId93Pr1YUykwkkAbH2PLFPrfCS0wk+i/4nPGsH5i5NIHWtybQZvHWwKVCVDyvmptNuV7toaHZ98mFqgxTFMW6ERZbvCFeSKgrRO6XxN4zcatYf261WG+Kg5MHHtYmDTtKC2AEq4zOVOfeMQjqhY7d//9t4lx2m7GB4F+W6sctNl0VWD9337w47Bx265QU0d4bGt4e77CsmKCpkw7WsAtinwrpUPJBiVsds0CKPfedadr6Z5z5jnKpNSmqTlVrnHaqoWnQokLs2UFMksVC+rESHWpHiRC/qiDASBwnMb0UqfLNP6dBY0BpMYZjMrf//3fSISuUKeyNHds2+lwaq0E+B3aBPrKcqMeDaBYp07VAWUctEqTVal5PlNhWXRrWFdgNktyTV9ZmQwbPkjv76b39hLw3GlgtnXzntDUo69Zs+1iqDjULJI/Hb5PPQVOyqV1OuZogV1lZKITGjpskLVfbwloLViwwMa2/VURIdsVEBqE0eotdvMXv7xJovkKZaN+VFm9dfZSAiQBlvoMHCKAWxEWyq/tl7+6WfYfqmghcNMmQ2KsJQDctbLqqKxpcPvDchJuPubwqUoiWRnuVqmxHmIVTzn5pHC07Eno8xtvvFH6x9NclotzeUzokHYPbV4i7QFtjUo4ACDyHGwUsPMxY19sp3SPDdIP1ivzlfn3q1/9KgwfNjiMHzNSCRfbwmGqjNFDmbntCtV3UyLCW+/KOqPXkLBaJresKQoae5wMHz7UWaIAR0AzwIdkGgyRH330UbV9bTiaahYWSGuAC9AdkLXN7k2rVVliS+g7emro0X94vG8bDifT9ANa33QoEP8lLd4O2Y4oMUUhW/G1PjS0K4sVb7gGZZXedtNPBJbPUu3azSpjtV4JCd3DhGM/aKuSSkLBAsZkG5cJtG1XJuluecnViRntNXiU2Dm1mZLhqOxRJoCIpCDI63DZ/FdcHnGgEjIGDh8nBi6O6V4aV3NkNt2ye2u44AIBUurtSvMHeAMcyGhRcx6dEestGisSjggfR6KgUNEgrmL/4y8OL94/SEgTOAcgcd2oY4trMHKVCNTYVZORO5ELzbvsXwarBrMTV/m0AyCV4SBiPTWmyRxUI9tttpZM0pSEwKGYqj/UtMX4GpH8zm3bnegFeGTMYQuSy0dmnaXvXZ/LudelHPEohRTLa24CgyS15QSF0qhNacjMoE3XiVV00LhxMIxMG+OJ/Y0oD4xhLOsG+59Jn2LTl+6z/1PQVtjbEmgrBUul4MmfofuCVQQDwExnjTQRjkOZ1eLdpZCnx07sqZyxWrQTAdTFvo9h4NSjGUfcOudNdurIiB3y3cDJpm4prOU3F8Fb9i2LD0OvxAXEbIopwaJw3oxP+spAwI2ebhxn9RwfN3hAa8aNR7mEJksclAZtel9ZAm/5gUpBW2m4lEy9DPr4vMgURWbJP5dQ26X3xz2Agr3BAzDTHw/txLyqwvwVkgd83ThZcmWAyLQdjOtNDet3lOohtR3WAkg5SAWj2azofBZmJsUWsWyUmykUtOWUBKOkr2qdxvv07R+F/Qa9Mf04DijVN0OfoU2Vr+KT8EP0uyk9+eQsS7cN4CviFP3HYOPnIur3JOOkxd8JJ+taLh3P+2BF03gq1xGEnw3cmX2AcXRs1hPGPskTOhGAhZDmQadSxkVJP9B+gDbCyNwdoI2QAs/o9xGGMyMUT7P+nBze0GtYjLjXqB9IBr9JMJvL2pjiNqAtgjmLbHk+fb4CSaFvrwZZZ9wXLrvwHFUmeFnZhs+HqQJuJ0iA3Sarg4YGASO9ftP2lrBNdUTbdc+V8kC757bfCFhM8ubd0a4NXqEfWA9AJu1ZLjCI3cYvf/5DZc0tDmNl89G8tywMGTYxnHbWeRJ5twhcdAlo9PQmxab0zLNPepwcd+IHDBqqJT/gyyn9DoMo01iL98MP3BHelfboSunVamUNooCMx9bsOfeG8RMnhkEqRYQ3Fs73bCYN9ZjuRm0l322voHGFyJa/M1H5eZ9Awde//kWNt72e2/t1aiYRgs0bFo3SS/iv1Sl7dL9YlFkCNJMmjFd5qVtkYzLGruBL5T/XUwxMf4WwyMQcNWqENpO20NhUq9qi77rtBZXVd/indXdB9u4qq/TOwiXh5dfnC7ARXuweRgwbIrA0JQwfPMAs0C7pngAzV15+SZgyfrQORSpQL4aKr+4CUhwhb7jpV06yuPrqq8PUSZPDpnXrzXrgv8e6tlkbWZVsWH7wk+s1J3fJwqwxZsdpLJChyNiDmYssOkXPa8yQDZddykLVdB3Qq1p+cZc5ZNuNygNKCKEWaqtqk1555eViITeICW1Ue9c6QQlvPBInWEsIh9YrOcKZo9pEtysRpU51Z83Kq1IDh7qmRspW1Soj+AmH7Psp8QKDzgEqY9W336CwS2HEqqZ+YeUWaQT3A1AqVcVDYIE6kYTldE8DlbzAZ20BXGlDojwXjCV/f3HuM2I094azzzhdDFdLaFeywVYldazftsfWHwcoEUWVDGnByH6myLvybENFxzbPlfkLlodJ049xIfcyrVvIYDye1HJo0gBt1QoffekrXwlXXH5xGN63RuvjprB1b2U49YKrwoZmMdLqt7rObWHFsgXhZXkTnn2hKk8I0JVrrLbpFEm4+oBAbDcxnzXluwU8d4XnX31HGadnqO5qb0UHolaW/rFlkWQBrz33QJj/5ivh7PMvCf2HTxSr11MHUjRb+JPBcOFVShWBCBZi1nnx8Jv3jv/u9wwA8kEf8AYQd1lGfR5rE2CNNTevZzFxL4akOahmwBX3qqgpNw1CeNeJcnGNt0UX7wOAKQzNNVnQAH2si2bN9DNAjUzjwarxC+u9fs1a+4eh78zaYvubckhOoMnRNtoCAGOtKR/Kz2m/ScADEOr1F5kF8o10WHdkjH2d/cPHhmhPAhfiCg5ooQHL/A4gqIeK/p5YtoAPirId71kGO7HdSkmY9+uX0h057+0H7Tnp0JQxxEGMFxEbSKrkZetQqp876x5zNCyzCGkfTcl68X6Lf7M0K0U66fOsTed1OWnTe8/ND7xefFeRgyo8Y9ywigJx/p3Bgjshh5TYDAkD2p8jInufxFO8PIOlfOGomwMExM5Fz+OMFodA9W4xDy58y8aunxkariTA55jFiaDFUMKgImaK8NpinDh1YnrCqMGJP2T2jU/z3aZNObI8fqoI79NAKF47vr+Aun1CiZt6ZoCywzJtkMHIoYAttgNgeb8Wvc3O0HIoVp88dsxoU9FQ0jBsbkeASA7JEbJOYTs+g+zFHr1UnxDdgtqN03hO1KAJOQmwofNVrF8a28v3BXBhkpvWjZqFQuUJ9IOFiRAXq0IfWv9Imye2LLVVHvSOLiZwlgG8+zadGOJCULhc1MdwomW8pV8XrpXGnfvK74usICdTsscAk4A2/IxihhX9GE+UmeV1v0W6Nnrq+GBAyZAYZoJVRbTscAWnOgPjeIBwb7GaIOKnRi7iUAHtHiod9dbrL4WRw4eEkSMHhwYtcisEOm69/c5wgvRSJ6po9X7FVmCsNm7dE3aq+gDZhTAFe3dtkmnubdaPXHjB5cr6k6ms5kuVAEIngnttXktVveCleU/KU2yN2LbhYtNWhR/8+BfyZdscKgQG2hCvK5zRJc1bsxgRyNp58+Y6xHjmGeeKrVGIVOCNdH+uS/cxmiplUPqAyl/tEMt7ysmnqjblGJcoevKZp8NlH74q7FXokdhxsnXzMMlZa24OQmf6wnYjmiWLbdNCr/hu+JoKoddJ3wdrRGgualaif1m//hL602f69ynKHn3t5edVKmucylGtlxZpWlgibzYE8/XSagFGdmzdpqzOAQJ81QKXVQaAzdLJsSwCXgjHtCmJYcr0w2XSui4sWLoyrJS3GGWvOgUmB/XrGa6UeTAP/tvf/VohwgZ5p13j0ksudaSxsl1t1Ucb1ZvvLAgPPPRwuPqaq8J0JQYsX7wojBox2mWyRowY4c88oHXqvvsfDE+oMsTJp50enlaiBtq6arUt47KVagK1HEAjMCCEjdfefgGvaRPHhA+de7LCT5j26hDDmlcpo9x1G8KD998fPnbNR8RCivGUlovNk0LzbMVVagcqXdTLeiOe8OUHpzFkuwGN3z1KgoDJhIFkAwb4Pv30U2HkiGHSPe5U2al2mS8PUabkACUddA/NHeVh0ToldVTIbkXF4zds2RqqBfQA39HGR/cNg806mMzTXQmFEm213cKDSvBo1GccPX1yWLXkbQHenqFJYckyhU2ZG3wxPGLGGwclHazEBMNUDj9sWtijLNJu0gK260UHNMDQTnUHNAhk7Ve1BJjRnmI0f6ZyaOOHNIaRComvWb8l7K/uEaadeJYX/CVvPG+PvEkzT5VVSIPmOAwbh0Kqy+gArParVrLK+pXzpUHcGYZMVOURMYCI3SnfF+0WBOxYB5TxunX12+HpJx62fcll13w6tJX3UNuS7MOaZ6ezuO6zJnhdY4WKEaksASquZMV/lQKAwrpZsoeypsBEd5JUkszEWaMjy8b+GFkbwCXzKK9tVoAUDpTRUDyu05EsyGvy/0fbecBrVV1pf19u48LlculNEBAQRLCh2BUb9h571GRSJm2Sycyk/WbyJV8yk8m0ZNKLURONLcbesaKCBRFRBJTeO9zeKN/zX3uv8577cq865Xt/4r33Lec9Z5+913r2s9Z6lqWGJODUQ6+hwWaRFDjmVExk9lTHIvTZpBQKpGEIk24SmVAl38K8iJqsyC9FoXM4GJeXcnAE0DQQkoAL34GsEMcFgLjt5uOuBuDXQZg2AqMYabOCN0K32GN8vcbZJMX0mumGak2w2zabnAAh4/s/BW35+2U+K+UM2r0334T7YC6wqdaPJBaM744V9DEHzjABbG9KS+KOxGNjSPPsYGLREnGR+W0DbRBphRQlwxLggNseWWD+MV5sHDRnr2yS6TmrBkmI1kJIKZfNFqcuygfKdi92iAj04utJ4JUT9qq8xNbYZBQ6N2AH7ZkQuDN3nLO1QxKy9gpEgAvGiYeBE00Q0L5JhBgHy3IsgAivzLFBTujeGDtba7xfE0jjVmo6ZZxj+ryJzUbmi+vZDWtlAx//RrLBQkbpWvPUqY+n8V4e/ksrtoDU4zhzM7du2hivgx2nrnWcBCAJjWyXkaN5deF4DjYLk5UxLdN4EBKKCyHlHyUWLoKbopi4TZ4CGHOmzKtTPAzOe9yQdHV9nJf3eu3SOEHxs+ASqM4vqjwQ9OdtYeRRXJqX+U2CbxoiJa+5KONiOWppx8IUiNo2Lr4b52LM+3DGmC/ipCi3JmQQS68t/MCOT+cNxDUNJ5KtSeAlnGD3nzJ8ATq1eOovRqVFobldCj8dcdSRxthZxwNmoObt7bfdHAbWloerPnZF2L5TPXwVsiTPDYODXtp2NcOuUJzl5ZeeC5uVwH3WOWeHoaPUBkjxgFJ938Y1y1VN+nTYruq5flL4X716o6Qr1Dxb0h2nqf1Uq+WuKJFbFY+tCjfSwJwNMH5z9gsvhBXvLwsXqTvCIBnhDn0vLXcs/0/fSVUeyfVvz39NfTEXqFr19LDkvRVWYQpTAndJyMWNK+vAdtSAWNsZxc0WRpT+gNzjduX27W6pC9/+xldV0IAtoN2ZwnmAEAEbGoz37q1AnMaJRuocc7A2G2MFLpD+YK1TOQorduCBY4xtGK6iAnpNAtoGDOynUN0uY+wGqok6IICQIaGbegnIEmI+YPT4sGa9emnOfV15U9vtnKYfM01J6qtN0f2zn5HorJw1fU4nqCISG9IopumVeW+FOXPnStbjbGnSTZCoMDaPjSQ5fEh0yLkrXPvwQ49bQceZM04Mpymk+ePf/C4sW7HWdMyiVA+FSzHnjxASYXjEUadNnRAuOU+Vw5bzplCnmETac7XyGc3PH/3op+Gi885VvuJIq6RFtoVrpGoPp4mWGCGhCvQALaVBuT8CLV7Isk/sUaMKU+jIgHN5/iXaZO0OkydPlq5Zk9InDrL8OANRVf3CVjG7y5UX2F/dIHaIbdyN4DLOVfeesJTlDydBT0JstMDCNglqWsL18wK3ZWLyqlSBcYRYZWUj6pW48ba1pvA2+Xm0rOqlvMG169eHwdL56ygRWNN4YsepJN6rjYk43LBXGmyAte07myV0fICtPaW1hafuvzOMGFgdxklvbr2OsbOhNUxS+H+OckNPPfM8q17dp4pXWmcR+itVkc4+tbkqa98VtmxYH5YsWx2OnXGWChmkNaeKXTad5GrRftB2cGo4//LLz4YdWoszZ84Ms9XxoqyX1tfMC0zOpruG8Cb74ZGp/Wx7eiLZr8Jfuc1+snVuX/NaZl4wZhGAok0teZdOpDDOtEBkjZrvTHad73NfasAnAYaYXxWjXwVb7CHSeAxkZCq1ibTOHNoQwjIyXynQ4UHuKvOQXre2yfbNtL476o/FAi/sr0V7NAdiD/HIHPq5+8bddNuwLKReW0Qk/m31Zfo8+fFZNT8mO1W9EiLFkPjx3J8YlPaoioO6dAPsPfmbYaOR0rwMgOdYL25vIqwK6VUJpDtY5/OEpQHbieDJ/55pyMHU5u6jj71hsuzc4i9ZlCh/zok0MTAIiLvlIYE2Q8GFCkHL+0kIz1C5xbVjLptfiDvxdP87f2EKeRpta/RpOp0E3OLNSYrBduMBTFRZGimYOdn8DfHviyGfqA0TlYRjRQwoHKp9r810nHYqaU6dBpyFtDYQup7YMy7ultCjKQc4WohPycZMQB2Lf9ZTTRO/jZ2xhdES4FPOC1cGu2N7hCKwwZEzZF00Ufz28N2EHUjMBjhEVeVgjosQwK5dOwy48WBxsNunMKFJybjknZTLQKOXCAiwPB5AcwJt+4Vxc+cQz8sZswLA7eo0M/YwAW1/j4O0YrBWPA6d8he6mIgZo5b78k4UdFo4+ec8DG15E/DoqZ+b3TdCrxgxQHnafWZzFWNgoXtbNnHHaaFaclQANAm46zl6EuI4jEFlYZObo+PaJkRJ7u1168KCV14Mg/vVhpkCOqWlYhms+XTU2QHN9FS9/Kwn7g8r1B/x7HMuUYP4qbqPCifqtWZae+l8mpTD1dbSKOCxVZpob4Vq5WBNP/qYsEv9Hp9/5qnQ3LDdNiNrNtaFv/j0FywUvmDBW6q826Eq1FMUnlPV5YBBxrq0iAlxRe52MT7vS/Zi2XtLLFfrrHMuDA0qYgB48CC8SW4Qyd/1Ap5UUx5z7InhhBNmmAp5bNjMHI5VTJFxwJJG8AbIZfzocsHmB2V1WI6GHZtUBfidUKVcojaBNVhrHEE/5VOxQx1QW20ADKboQOXp9RFDVE0HA4nZEkZc/M5iA2IVYqAITe3YvlFzHkCwz8CdSQQl9p4w86SJE8OqVasshHjiCSeFdRo3GJJlq9YKuL1q8gG81k+5addKUqKPvluI29poNUqSpFxMAuHkX/z6pjBjxowwfdoRFg5tVAh3oNbUPiXJ75TUCOBg1nPPh6WLF4crVGgyTjlyvXXMhcuWhYcem6VrDerNquPJSbFGCTmiO1WtCl3Ax9iR/cINV16iThACRXT6EIhmM1quF8lXe+zRWeYoL1LbqVdfmxsmHDzFqkH7KkeNsBOgzXb5VgELiGoMu+p2Guhi3DhmTGWIYqSPz3rGkrtJrxivsHpvddw4+OBJAssCvbWDw5INKiDoP9yAXr0qb+lgaUr6hC11zaYpl/Jj2WtbDqPuH06jVSAQ6eVnn3xM7FtjuPDCCxWmJywX5R9YJyIbQ6PCt8xfzmH0eIUc4V51Hcz/KCpKruBe6Q1uDn1l7zaIcRw+ZrLy0tpNtkSxdoVMG8Lyd+aFlYtfD6effGyYP3++mMKScMQp54VeAw7Q19HCih6cSQJPrNnWDSus9y1trk4640LTaiur6mvMXpRkUJsrrfUdqlJ9cfazob82A8dr7vRQSJ0sEiw/VcFUbPewdm2FJBr/LYs4eD5HlzZ+/yfdFhXbZ99Y5u1rZHpijrEtycTg8DvPxep9qi8TC8eNytKNsFkRJEFSGDuhv2NEJa5dgAT3yr4bz6t5xVphfuFb6T/cA7FXRTJgAocPH24pTMtWrJTMjtqVabCMgYXcMOmKGAUxXdAENCB77LuAW9hlNrbuK7HtlsemE4FZS6yiMW4mqcV7Y0au23KAuRf22XdkhYwJm6Sx8fEq9iXFoA0mzY6Tc4M+Nv6dHAtGu/hYdlM0Xxx4232xIslUgGF/x6pv1xIFT8TjRy/kBR3GwRm5YbHDAhHG3DNuif/FPLqSWx9dqOkbb6CzbTEJLgI3ex42ysJJKQnSriJWqhhyTzchhlBSODWHwLOJakg53kRAFo6NRRCrYmgbFOldBwr5gffnCGcQ1vKLs16P8AY6Vht5PVZ6AXWZYv92hvF8jSmBuLQ8Odiq2HqGOijtQTWhTHghJVbG5HauuUWOqRlnZQH5aMv2CbRZoYQNQVxUdp32mwM2+y09s/8P3g9Tt1YsAN9sdDPdERhr/1hiNFgchI1QQ2+U0Vy9eq01A94nw1wuR24tauyexZ2Y76b8W/MgK06+7kFb/r1+HL+HxVex/3ELi7KYTcufi3+uGOT5e/KGqvg5XjPHTbi9Z3iCAAAgAElEQVScvAyrIE2tuvTmGEaIq7BQPJHmJdR7ukvmk2QZbE4A8g2eRaAepwyGJGp2UdFUIYdDvLBHR0Oo2/h+mK08NoRcL77ocrV4giETe6UNfBn95GDk6JmnufrS88+EBa+/HE466aRw6BFHBylZhHKBlRZlzXeoETnMWoscybYd68Omle8o91ngq6NHWPDGfNQXBCDLwnkXXheqBw4zNgkj/ZaYqU0b1obDph0uGYpq64LQU2E4mrgzQXGUY0ePVNeEFeHWm34dDlVfzhmnnxvayvQeDKyKBtCDLy3dEx5//FG1LDpFTNZQbQjkKOW8LCsjzafICLODpW9qMjoWRoZVKhNAkWAvDICYrJaGbeF73/6Geqvq2pSzRl9QHAE5KK16Xy/RTrDI5G3R3YDqtEED+qpic5MlwQ/sP0jrqIeqSVdbEjwN6GFk+vevMZ20Zs39DlXYjpADMfskm0HVJMCFNldVKgBoEAhpVniZooRnZ78Uv1/fc5R6i848Y4axB9UCS4C2BklE3EVlpAoQqPot14C3qFiDXLA2sUXkfLVpTG+//d6wWU7+0kvPsRy5Sm3uagWwdwhw/+am36vfp9gqARcqXdGBA7RV6n6QqzNMBRQtO9eF737jy2pP1GZh25q+/QW4pdVnVqmH8qmWhWeeeSZ87nM3Ss9Pc0OfxwEido1KPWwvrHVjgxhFFZdASVhVY8qPgWElXNyuiy6RJtnLcxZok3eQOdU6gbsKgVPGHPuxQWH6Ta1VYXvDHgGWAQKEZZLV2IkFipnHbFxxmrDZRBi0xpAF2Q2rzRrBbsn21+g+vi3B28XvvB0uvvhis6k9AJeyYUsXvCamc5PYtbHh0COPMabSdNU0p9hg4Mz79Rao3EoP2EFh5ea6MEwscwv5kaxCk1GR7pvEiku03l594XGxydvVZ3eYzl9tsVT1fNSJZ4RKdQDh/lDkQOus+i2rwjIB6Yo+g0z8t1HrNnY8CFbYspcCF0mEtG5bFha/q8KekqpwzAmn6L7pvJGvYoobZS4brDlr9VvZwxImol3hp439B2968592m5b/6elADhCyTXACVvlNc1fHYg0SfszniVkOG2eYi3DEKErMSTY2J/n7rBCBSnhb42b5YsSAziHaiFF93SQmf/z48SaqvEZ5nnTiaCFfGn+JzaTdV8qPjhptkRiIifTRC3pFZB4jpG/LJJosty3nMiFpHLRxft6y0XycXV+Bwsr7FAM6hH0d8KbrzY9h9A8FEFsMjv08eZ+/5r7Dj4OryEgEsE9i3NxfEjY1X5VC0X6+BYYt/haLEGAkYwGfX4v30LZCQcYQm3zrU4t0/BRKStcPCjRUD2rmX/rbkryTM3QdrE4Q1W5OyklyNJ8GLgI8rj6epF08Oy5TaY1lvzH3JQIOJg/n4APvg+YMnZ2fFkyNDBXvgWWjX1kHaB02Ld2MqFlWQOo2GAJK1jRdZ9FD3034okahjF5Ueqa2TqWJQoQOBrQ1qLqpzXYkUcxXCRxpMnbmPYtY0DRdi6eK/w0t3GEhUJfXsB6g3Ji08DAOHo5m0ZC/RILyKoE2wlf7NGZU0DloM0yegHN+shUDKO82EcPhBVYqTuT9gWZ3oM2vpPgzXR0jPwrFr38QeOvq2GbMBNbIxcCZ8Hlr38acyX2RNeBlh6IVzo6ONZzt3Cx/Ms2V7HMYY+YFOz3utEAh90KGH1aPvoalytG589bfhs9/9kb1DX1OfSmfDV/6q68Z21krxX8zpIQrdPwyhc1onF2/dXX413/5QbjmkzeEw6cdE3bWNysRXuGxRs0vJfzXsyOTplRZ28bw6vOzwo51W62SskGGcYa02sZOmqYQfS/1ZKTpsEINYqbqd2wJL7z0rLoBTAljFBZsUAiSnBycFKBt1MhhcvTt6sH4Xnjw7rtUbTlATbP/UuFAVLzbrbH63NdeFlg6UK+JCWOtJ4VzbA/zKrbKYUySjUhrCaPuYQ8S8AmZdCiRPMhx/pOaoFcpn6hdzB/MIKCpSiCVjQjNwjEhhP4GCzC0yBlMOvggjXDUgiLdghysekmmYA+sobKcRv8BNRbKJjxUozAXsgTscGlC3yAgw/1H24nj9paMCPI4VUrOf/3NhWHBO+9KLHhGmDRpkvqsLpTUxuGhSTltQ6WV98e771Eu35rwlb/6vDkzCi82bNgQRo8bralREbbtbAyPPT4rvPrKvPBJ5cIdN32K3ocCepn063QPJS/y0ONP6T7MM4aGHD8avJOT26x8NgCQNdYWA3S58tlOmX6YAYcGVc4OGTEqNIiiA3g9fP8TxiJ961tfFQjtb2DL8oz0M+bMJkV5OVJ6e7JEWQOAQ5iHdqQaBMgAtK3Km1y5crMVifTVuPdS3mWjgOgo5V0ChCuqB4cFaxpDXRupFeqmom4NiNci4EsVMfc+inkW7ECTQu+RQSAISg9KMXpiaksV3mxUROBJyZh86lOftHu9ZfOmsGvbZmkRDgt9h44ybTUYz5iGQXhV4Eif7S3dPipGN6vgobzfyNBMJw8IAo2kSSdIemZIrc595+awdNHbYfl772qf1iKAeGF48dXX1Kh+bzjjouuUU6i8QZnjJYvmq32aQtW9a8KRJ52ntaL7KabSNnnoCmodDlAV7NYNq8K6lQvNFU0/9QJ1RIgsk+VdWsqBxkV+A/3BApODQ4opGWYjzYV67th/H7i5ukKx3eXe521isX10UgUw4HnTVuyV/K/Z9eRLrToeNowUIIA4RAVAD+ICwiM6NMtLheyw8DvrXWLEMPJGZei9bJpYY+vEiLJ5hJltlV+kjZhJLOnhxI4zSp5e0ZmlMvhhczr6nqhbFu1z9M+sRX61VmJpLDqREuxN7f2dCxwzz5oDrHZ13YC2PM5wPxN9S1JRsOhVYR04oHTMZOA4f6/SOPjr5JMb8eFi5A76EzHmYMy+wfx+wf/mpbZ8ftgY3P7cMqlCpJZJ6Qs9XwW63nLKGGLCI0ZiFZi0yCxBi0dWzm4MQAxEn3FOeVedYbaCtpepMBcAWh6F87sDFgcdDto4LwQoMQAWttK5kUTebrlLKQyWBpMbYN+R3mvpTFY0IeOjz6H6jPq3aePouL4jwHETuhDLHuqV39CoX9pJ1jcaOpYwdHedftWdIUTnsWAm0Rd10yapeFvog8kbATMDxDgOqO1rTALVRYRdoKeRRCAnCAaoQ++tFJUPaMu+k8WaM7hxSRaDsUJeQx6QdQe+ineJfs/y+RH5q+uOZeuKQSsalbSQ94e/+d2onbPuK0wb2lQ8CI3yMII5jZ8vftZKzJVIIsj2xqidFoFe/KzNL+YuDFzaNMDoVYlBKRMb1qdqX3jlxRfDhIm0VxIQkY17/bWXwvxXZoePX3u9crAOModdUa7v0iH3SFqAtVOm/23euCY8PfsRJeP3D2effo69tk9Vb7TRqZczrVL7q2ULXgoNm9eLnZsttmeo5Bl6hyuv/5SJhbaL9UHQlc1GJRNG1712zaowT+G0Y5TEj5NsVZiWVGzYLIysvLmqwFYJ/OxVPtZ9qgwbFI4//gTJhPQP761YbUDvsMOPNION0cdxM0ZWak9RhDYzHv43p51AmxkqQgHW4oi2VuRjapAF2v7tB9+VPNkOOXZCInRM4B7RO1VVioSF5QwAUFSQVov9GDZ0YFi3YblpsLFJKpX22SaBVpisVjnangopwsZV95EDlx5bjaQtMIbIUiBWS84VeW1um2rE7vGgypP8tnVqDF+mqssXledF14nTTz0hTBp7YHjw/j+pmnFRuOyyy8IBqtgGxMIA9RCQeVvyIbQ6enGOqoFffimcddop4fDDDlWlcI2JGjP/KADivdt2NYWf/vIWbe7iBgvgS8I3obZSyX/AVFQKkI8ZVhM+eZWa0gt0VfaSYK7Gb7OKHO6//8GwZuU6bUB7hXOkLXfSieoVKya0UqDGQqka30oDcajG809yMPKTXsXcrKpDqgNj70lyo3Vc5fNt3rxRocw606fjefqxsjp61g4Jb62tU1GMZr0AVd/a/mG9tCIrdS92s66Y+/rn683DcAC+KqWmEPamao5zahNQZ9O7bPHb4U2tgysuOsfYqk1Nu8PYgydbP1IexlrJhvVEK4NQq+bNbg3Qtl0dymHT+QlEEDZt1fzoAwOrsL1kecPC+XM1pir4kTzI5MmTpLH3SNi+ZY1VBcOoba9vD6efeY4VbG2TvExF1eAw6Yjpoa5VnolUACRYxNTCIRJqbdq83IpFeqjoZ7CKb1q1prhHcZzpsIBcVYywMPfJzbOHbeBifWN8/PdAm30yERrRVhUAQf757jbJfk887QTW1cgmkBli3pGPMQDKOfJ+068UuJZJytpilVMog88RSIvdTqKofblEk41A0cdbNHeGqkAHHEB+J3Obtk0Nmv+I57drjuATKajhWACajHxJtjQ2e+9MJBigMyudG88UCXOwmTFLiSQy22xDlYrQEpByeY3OrGL0HV0RB/6ct8SMBXfx/T7m+b/dj2XMVw7EeZpGJ99Izm86N8/nt+MmgWEHeK68EcmBiK/8Z+G8OxcBZudy58urDbSZA0yG2L6M26gTBJEzuB4yjVWWUTqAgxDmdJDjjtRyXgA0CeC588uQbJpMHvvtzsEbg5bUv9NKycJ+LChCo5Z3xvfowtt1LqbpkhaFCf6C4FMOjAMyGxwMqcICNbI4VXIu1Yifkr6TCjtgS6wliBxqqxBhoxQ167WAgQcmBGh08oeDNmcW/fw7TaaUU0d4lEfsRpCMZbqukcNHyElVJ2VkhMf3hsXKq7FrIpxLtVgCbXlA5KAtm6RpUmZ/52hln7DdTXQ/9+Ldnj/vx+zq9e4LMTovqo9y7Px7fINgc9dY0UjFA3r9esiVzMIEBtpijoTj2QjeI5VvLJ3NbWed4/w2dk3zo6eU4auVUP2aigb6KZwzdsIRmguEehrEJoXw3luvhmeefCJ87NKPh2OnHx/qG1U1SbhbrgcGhh3qXjF05aXNEiq9TQ2w94arr/m4Qvr0opSshhwZzNm6pQvDQ/f+ScUoE8IaNb0ed/BEtQI6Jhyi5OvtTaowViN5cm0QzC2RkyM8T5XXg/ffo24Hx4UTTz9La1LaZ9bJQ2yQKi0p39+jPLyehEL1vl3K1zpj5oVhhQDNCaeeYXlbrGfGDzNqVciMC7IeCRDnDZr9njZn7Nz36lzIb0GotlwVgP9XOm2tu7aGGtEfDapsBFztUqEA4rFNkrZoV6I97GClHHl/JePXSnh2/bplYYyS8LfrfYdMmqrKzVXmNAEMgNye0o8DPPNcTw14dLI9wugxY8x5s7Z7KQ8K9m6IOkO8pxZRqPL36T801CkevUHgaNG7S1R9+5Yqeo8JBw4fHB66755wsVpMEZbtJ9mTZrFRQwQgsW6teyrCnFfnKWT5nHLlpocTp02xxt2lkrJAEqS6b636W24V4BHrJ9HZH//0t2GlKmB7CShyXhRnlNKhQBWVsEttCu311P3/1+99IxbQ6Diznn1B1adztLbLw+WXXSpAOCC8KcmYT1HduosiCumRaczaaQxPuF0ManmltNPoRavZZ3aMUKbu3x6BuWZrZSUZEYGUcoGr7Qo507wdlmSAQuvbJRpcK0Z1lwDNyvo9oUHXSFspHHAsaFIaAE3fmdApMZx7bXIxSXfLuBnde1TgYVi5H/A7NVVl4dXZs8KcZx4LF14qEDxR/UGll0aRFHYeYCcEpIFVLp46wCAGfMCBEySuK602egGLgaVZe+x202r2ePum9XYfD1WD90HDRls6SA/N4YadG8Kj994eTj7uyLBILCpzpnd1bRg1bmoYP/UUK4rYqzFlk95bUjUlAsy9xDiveW+RNujaJG/eEg499oywR/1Q25UPR2pNBiw6FdGhlRjDfvFRyFXy50xst4vHB9nEvB0rBm3FaS2eVF/8FdFnWi1rtFspTBv1FCLLxsPCa8rhJKJEPl+1tBqrLPKQxNxlBFu0ccOXWZqUbIYBVq39ZmmH1mjTyOaBYhgKbZrFEBNKpqqTTQopCIS8HUwZW5QYPrMTKVSKv41pKAX7G8OBEBQFtsyLCPMkjX0mbcjz7C/P44Vto51j1vJ+MD/W+XuSSX6RAyqMYS3hUvWupddQRZ1Cu+4TDAB7RJDZwCY2Xa/NDmPU4nusSCO9Hh1SZO78n4M2MMYHPboK/5bc+dKafdZyIZ0wW7KoNxIBDAuehwu/2QRhRVvCakErJovV5hgOQHKGULk56QILJx9vYJ6NKlxUCo2m8KBPZkeqhA0QLo1tI2KFDInjGHlrlJscsDlLH9yE2qOStJg1eepqTeR+Ch/0VSUgCcN2zhQfyOi2A9KUYtGszWKzqHZ+ttsEoqw6JbflwE9+sviNyHZG3dwbwOFGGScz9FQCaTxiIr3+llGkKAGGDQYTNoEKKu4P+RmER8m/ALTBqtjkSmDPy9AdOPv5+L4uj+bzk8bPt3gifRioKv6e7PuS8ejOsO0HxIre6OFx3xnZ/M9N/gxkpVVo8zZFK4z1SDS7N7IvLNzIkcbOG5ovCAATHmPuYMRJumaBah32FoO0bd0iSXkskezGwWGUBDrrNReaTIGfKjQ5aM2X3cpvuv03vwrjlDB/8eUXWs5Sm9TZVShvTcLJXywnuVpO6anHH1ACeJ2EeKeFcePGSUR0jcDaPWHbhnXSYztEzbI7wic/9zkL/d33wP3Gglx02VViBtBxS3kYMOTkMGmM4TPuE3N0yEEHWKcFJfuEeoWNdilcxVxRdp1ygyTpIPA2d86L4W2FCS+54holcys3TGyLGXhXTte5OqNtUDcZzM5hgBiys7Gyqg9t4MSyle9rUQPwr6kob7s5CiRTWKsxPw3nLF05tUyiGAFZi/4K2Y4eOTy8+cYck8oYfsBoMUIHhlXL1oglW2f2AQ0xqhRhDHAerIOrP3ZpGDFihLFaME195VwMzClvznKvdO+GSDZii9iXXgIq2xWOfkXN4xcsWGDteGAazhOrdZjYm53bt5ooLefJOMMcrNu4I9x08y3hrDNnqBXUoWFgjcCyAGcHCIdKXH1vjdYcDM8f77grbNlRLzmNvhqDmJiM6GcHEj7KD8SQlys3b0/zrvCZT1xtVawPPfKUnGWrrnWEuiJcpN6g/Qws/edPfhb+5qtf0Xs6xGK12EaDnD7un7GQYlJ5H6KxJhWhDaV+hJpa5bTqnGCq6hRyXrN2hcLOY8VYLicmbaAOnb/6BnUU6Ds0vLNR4KlDoE0Ah9w9k4PRo83C72x+UhFZWmulAoM4bTbxsWo/VWRrPGLbJ/LUZHsltHvfvXeFc867INQMGBKaJFRrPVebt+ubOsLa95eI2RHTOu0EY7n2mFCq7J3WW7vWQ6VEeMs1Po0q6tgomY9RYw9Rd4+eWmfx+i0UxwZny/Lw5MN3hrNOOTasUOeEppa94XABscoBo3VM3QcV/DBO5Sp0KJW47urFr4SmuqbQ74CJYczB9PTVHCGJ3nKyYt6eOWvLdY5RDsSo6Qfa3aMrm1ewq/FTXdnNTkAiMTMx6T5Fq3Jf2J095i0O2uLbUw5vksyKoWigGEBCjLncVW9dT7XAPBXJ1u0Cv0iUirZRmtZUanoBH5Wg+Ca045iHMVxP4r9yPrVptGvH3+r7+KylG6UIFz8BdfYzxaKiUL6iDhEUdDumxX7DK1+7AsEGmCy3NoLqLHUrMWf7+b5EIuXvi0fy3I84GRXHt5Ce5a0lyaV3MMf3km/q5+YEE4Av9qOOvsQeGfBPf+aw0AcPhm8YcmHTW595vxAe5dhaPJyMV3t4UrZjE59YGVI1tOzVDnHqeLmvIWGqU0DCaWDtAtNNi5OXZM7IcsSwVIHa5L0xdBt1wyJXEmPhthtANVwf5Ngm8SfjERvPkqAedw58ztGxH8+aiHMkfRYWZaCq0wbU9BJoQ4MrtgpB3b1N+SF71I+OnKMGrV0qpABt8DdGQ1NxqDf7IuwKtNn3dAHY4o2O9DDVbx6m4zluvuvxMDB2PzTZHeln4wJA0SJy0Oahvbh7SYu4aIHkl0uc1NHpd3cN3YExn2hdXbNPYn52t1P0RVFs1Lo6nl2/gbHEfuXmk+cYkGtjBi57X4Fhjd/lybHxzL1/qm1AKEwhT0ifLzWRII2/7i9tSehnCex6+bmH1ZFgXpgoZfnpJ56m3Tytn+RASFhmjovZgm0g1+yJR+8LO3dtCWefe24YNERaWeT0Skme91bo3JEMqanuIZbgzbBk6Tth1PCh4V1pve1T2JDcnzoBtqtu+Fzor9ZVBDyQ/HhEOl445bPPv9BytdrNWQNmepkWmKKmms97woI5T0mId7kYtLPCUAnk7lEKQYvmcaWARqXGoF0SDIveXqC2RiPCoBEjpWyvZPhkFxjfMlpa0aZGa4mwlK3bbJebdyopyTcxMKzTCk25toat4V+///eSQtkkR8G8UphFwJHXTbxVgAl2APaYezVUrNhozmVg37BFaQLkFI0ZM9YYwp//8jfK4+O+a8PUxA42mQ6d0re/9dnQr3/fjMljfgxWT1LafFFM0qDm5uPUcFxVFcpLq7c8vx2qEr1PoUjrKiA9quuuuTpMHDvKemBWa9NWKZCN1MZqMWZ3/eneMPXQKSo8OF+FJy1W9Ym9aW1VHpnuUYUYwh3qQXrTTTcZeDpbch3PPf+igIYkExT2RecMAFiqjSXfRziRwo/xY4bb91VqPpyhrgjTjphsLc46xFwBvG697Y4wZYoElwUUSwT0YDMAPTCzlklCM3TlbJH/SM6VcLlsVaoQ1D2rEquJ/fvVr35FW9Fw0MjB4ebf/tq6O8yYcbp06gaG0GtQeHtdo4RqFUkQ41dO4UlaU3S/4HrIyewU/qFaP4XHeT6+RjiWoi9y0DTUxriKtdEaeExdNY45/vgwYoyavjMJmncqci7NOOnsDRw2UucwUGsCRkznoPGlGIwWVx07NkjQmLB9Rxh10CTlpA0mWCnnp/w5zkm5hPDXTbvWhVVL3wovPfe4ZG3OEZPbaBudidNODL36DdXJ9I7jFprDhtXvy3g3hAEC8VWDJ6obggBdWSykMbHcpCdnlX4aS9OaS1IO7qALjrWzXc3nVLlNyzvhjwLazB4lpsjf7/7SQVue0SkcP4GV5BftPcnXxCgWgI3N5z4DbL0F2LBnPehHDINq+U5RK5NNFX1uLQecQr/EGMEQMR8sVKzD0baQdAQYN4R6IS94PvPBmE+LfkRCBhYThtREcQVw8sDtg3xLBtKS7ekO2HjumfnZovyz4s905ec64ZKICrKPGehM1bv8jOLiBdBmNk/r28+VcTI7R2cI/TP8o/fbPc2Btu5wQtfX2AVou/nJxcJUnZMe4+SLyM4QNl/qyDnlvzGxre0SFYwmIhc11zhJ5kIsYkgCfFRhJSbP0HASK3VHaux8+lIAXj6PLVa3RH0YErC9jRYhF0syT7SmZfpYIqnYMHZkMibGQOjvSOEXEgatclUP60mo41PRNmwA7W4aVL0mVkvOjzGBaStVSXmTPGKzFvquplaJLlIBFelP252lnIT8TiB/U+x5gGi6acXvw8GQ+Mz3OTpnrDoUSjAWJz262mngTGEVa5WTgkwCjzheyJoUKmfshZSj5YalcI4FkNzVTi9fCOKTPm9Iiifgh4E8v57i7y+esL50io9fDC5x8vHhBiyC6PwuyZ2P5wD5fI/gNuU7Wshb7YCUo1NBWoBVrynpWtWiPbUwHxTbdcPHrwy/+/WPTGbhhNMvVdiNBVoVGVJYOlq4aPyrq8vCM7MekE7UWjnmGRJuHRFakCagubKcMMRUlbTHEB3tpeq4u39/U2jcLNkD9eZs0n06W9Wog4aNtV0smyfyy2rliH7xsx8rz2RL+PRfflbK9pp7qpTcq2tA3HWfChBopYLUwsI3Xg5L3nktXKi2POW1yhMjhKM1iobXQw8+qFDcFUqE17MCFfT3y6uKe8KuA3ob2uQJbDea7ajjqMNkYyOsGwCbqd2N4Vt/8wVB2lYxU3QbKLG52VBXb50+GuvVdkusCcnxG8SkUdE5VNWVPeVUIK/rVIBADifdCm763c1Kmq8VAGpXWyw1oBfrXaFxa1N47wff/xuFW1WJqsRyAA+AivY7rB3rpal1MUESF6+89qo1eWd7NPyAA1V48bokOp6wsN2IocPC+TPPDKMPGKL2YisstLm7ozT867/9OIwWW3rVlZepcwH9Q2WM1cmiVGHIdZs2y/mPUFg7hB/+278LmJaFf/j7b5kM0RNPPhNemP2aGFjl+WhdW56pxi7qLwLw94QBfQUMFfb80uc/F4YPrFWeZJs07JrMrlFRSrj0bYVwKXIhL7ND4XMcBXMSe1RRRUeEmrBmzRqzD9Vi9/opJLx+4wazqwjMUgV86y23hQckgvvJ664Iy99fpBZNF1jBCYByX9XAsGCVKkibZPeVP2g5SWn9FIMQ7nG2uebee8oJDArrTJ+0/ChtcgnZWxGDJngfgeC//+bfheslczJUkhobtuwMO+oaw7EnnW7pJlR8lmo+sjEoRzdQLG3rDulV1u9UNb2qok8+M9QrJaVdotQ2PxlRsdTUEorrU/X0XAMg0489Pnz/e/8nfFcFHC++9Lyxy8dJl02ibLLrPcOqdxdo07MzTJNESLNySHdr84L9pzjEQJrWpJuQmFoRc63c/mT2LG2CTeQ8bYQNJOFLiliUvC3ryh52BeQK4xw/nbd7tu6KDSQrK7chN7IEN2P/sGkxl40bUqHdJxEp3B0bUfsn4MU/jk3FrvnKFJHC5hurmny/+QXyKXWtRp4YmSLWW/Oxh4Cb58SbiLneF1lDvd+EzWlcH9trWSqKCVpH/2RjozfzPdhk29yk0KIfkyhB3gf5uPhz7Cnz9p5h8s/yvF+HgygfRo8uUqDi/oH15D7X9O0S1vGffDbPojlO8cpd/ub7uC6YYT9W/n7n7xnPR229wqO4VWR+/kmnF4gAACAASURBVETgrjX3m0fpPVpIui6Agxiv9d5mxYjfGBpuhG4MkyOqIcfwBw8cmCkXJzrdB8a/y2PULjViN4uIY6Ld3Xk4bW0hh5R/xHswktGJpFhxzMIzJ8KOwWLFuXJsQJ/rx3B+DpKY7BrfUKs+iZUyHgMGKAeFsI7dfCarEjVbtOPV5G+UpQa0EYb1hRU17aIBy4MBu06wrgNiE8QsVMW4ngsVkBQVEPYx1K/JzM2O8iep6CNR58XGAAND3g5OEckDB132OX3GARyfs56g6ZGfOA52uptYXdiKzKD4wunqPR/lufidKa+BcywyQj7GxcfKg0sT6cgdh6vML2w/hs9fZyCzsdAvttFgt6nYlgIC1jKpP8KoqmbUbAqzZ88Oxxx3knK0ysOODUvDS0porxk0Jkw94ljtXtWOSZ83gEVOGE2WMZLqfTlv7uywWgK306ZNCyPHT5SjV4NzLQ+SfQGDfZUnvUDiuU8/dH8YJLFV5DHKBcCv+eRnFAKk4AUjx04WA6dQq/KBnn78DuUmbRazoxwoJXDDxCCnsFuMCZpDloeq/J33354T5s97PRw/42z1Whxr47xg4VsKkU1Sj0oVKFSojyUbMTnAzuOeDANzyEIrEdRbS7sU/ojALY6g55hQaVvCtYsBwoEi01CuBVAuo868Jnm/UkBsr8JSQwcPNBmKY6YfrSrR7aFWCfiwhMgJVKnyk2TncQeNDn+47XYVYKBJFsJOqfZHAy9BY+URfv+7X1Nv1JKwSyFLHBPtm/opz8xU2xXqI38LwWP0DKnOJs1g9NhxqpJcI+D2Rnh76XKFjXsp9HlYOGH6UQor1hkzc9+fH1byflu4/rprQv9+0pBTb0pyAAFsHaoypH8send/vOtOq+K+5MILwuFTJ1ve4PpNW8NPfnqzFPqVayvA0C6wB7vRS7aFfpimsdi4I3z6ho+HyeMOFFu01VIysGU9pUvXpvtHd4If/OAfw8/+818YXS1xtTajOES5tQgVl+l3QOEgSaNsl0xHD9ksQuhj1UVlldoO9VWRBtIz69ZsDv/0j99X1w4VQBw4IpxxxmnhpFNONsZjb0W/8O6W3WGHGsabOK2ASx605ddXYY3HdeagjTnvoIVNe69UNEEagH1GIK58b3O49+afKwQ9MXRoU3HYsZLgUDeGHj1lY5Ov6KF5Q77bZm1w6iV43EPzY+y4g0N7hXL3CL2xHbJqbs0tpSk07tqmStJ3oHCU63a4QGxtWK9Cm0fuvTWcdvLR6l6x1YR7x0853LpIlMgXHDzpqLBX0iBBotQdVm0p55vyqssEWC0El/wIczoyNilXOiE6tykO5zLglsvH6srm/VdAW1f2LvMtRQcv+Om0QTUbzxqMZ4iQLSFOUyNg/DTOPMfmAca7PBUqWL6iws3YRRhaNlmW2+rRnQysxeKBGM2JETAKXtAiTByInaF1MvC8YptVVKdGebCodyn7QhGgohQOdoyl8+iXxt7ZL4CWExk8V1yJGp+LgM/nLL97KNPvmQOtLG8xMWjGGKecXb/v2TmxTnJkljPRFo2AjdSjEDKN0bz8PWHjkmmwJb+WB+KZX0pA2XGRxRsBcwm87u+XNfq3PLXEQJu/CUORByCACD8hjxn7F1JCvFdgg/JsWDZ7HuYN6jWdNKAmj1TzuxQbqLQ4orZLofIiA3fpAvZosdmApuPxOxVvsYksnyPMSlJhBG385FEILcY9lPV204N8NoBOrLbRbkQTu5csaP9aMXgKX1FsANCj80GDxB4xqOhrOWizHZZN8fhwlM21+403LbtEr9p7oUstIzBVPnLD0udtQsLekbbOpNCYGv0qEVJ/+G4rPznIQ7LzpBQ/GUwPSZruW1oMTvtm4CV3Pj4x8hMk+9L0S/5+5Cffh30mf5wu31vEQBZ/b1efyZ8vLcPy55MHbZxzPjybf1/URzJJ5xgWVWI3Yq0d0PgU16gZdW8Bt3lvvB4OO+oo5bzRf1EJvW31JlNz/wMPWvXjSdOniw2qCe0o4usolYoTsZMl/MD3rVGl7zOzHpVjnxCmHaMeo+r3aAnlyv3arnyj1194RGHBjZYzuWzVOvUMnREuuPBSAfF+xkS0ocml725vR2IBaYMeFn5dvWJxOE95Q0MPmKC5qTkAU6j3dfC9uudlCN1u3yzx0KcFjo4yRmaTekSOmXCIQnZKlld4joR2ug1kwIy1lmMSCvv7tJZSukF03vFOYZCxC+RCVSinqZcU6b8j0Kb4qAnZbhUIAaw0KM9qmEKhW8UI1ajwAKZo5hmnm5YbYzZMoU0kTirl0DHWB6m68w+33xYa90ilXWHIdhVhtDYqJKMxQXT6H77xGWmrVYc6sSjoF9JCi/Y7aLTBXA9Rr88jjjhCnRZeU4us1eokMSxMnjI1DFD/zRXrNoY/PfCIyVz0Vwumc84+Q6r+h4YnHns4LFr4dvjkx28Q+zZS4LFR2ECyB6rEpaF5iYBHD4Xdbv3D78Na3btP/cWNOu/+lo9VLhqjQUz8P/37ry1Xay9i3Lg5JYHTTWD4MAFsMWoWlv3YReHYwyaIvWs0oNhL+XhsqtphYXV9N/3m1+GiC8+S+PAok4ypb1T4UE6uomc1ZZgSZlYVn/4NU3uvLZvWSJuuXPIjbVYlSnN4bPbjjz0ZHlChRZ+eZeFLX/w8NEc45JBDzfHu0f1/f/uesG6XNimSLqKCkHVj+Z8JvHjrN1/3hU1fUsFnjjNXcMWJmaGQgfwo61nMjlVhz7qN0gnU9Vxx1dVhtKpJ2SwIf2qzj5yEogtaBxuUF7hm7WbLQzv6hFNtrJnD5NERHt+zuzn0EiPZUr9DLOQ7ynXcHD521XUCYCa+Ig3ettBfrOsvfvyDMLg2SOYkRnnUPCFccPmnhHslZ9NTbK82A24PXO8rS11J69V9UAzFF1gQsFu0HylFw+2iM/VFjMmH2cjC65Ht6s7u5W29vyd7zmxfTLOhKBf0RGEQ/pg1Vam8SopYEMd1nwwh4Kk3Fh3Q+yI4iT7MNvrmR/ArpEcQuYp5faTicBzAmmEEfb5FNoSUDo+U8f4stMt8wo8lNsy0UfG3+EHNY4BNBPjRmHiKUNbOK+WGOajL+zfHIiYlw/lTyZ5AVjHY6oxv4ii67JPJOyWbZ5/Thdh5MAH0cH/Oz9gXNnWJIUWKkGlKDzG9V+R5EuD1MaAjRKe0HojZHIiDaYvvjaA0D/4csMc1WJgjJXerECE/aVwqIUOuLM50sPzEMjAglkh31nYtkSlz6YRYbWo0c45t6szwxN2MhZQSLW2JlZygdWBg4iQKPl1YHEfCkqJR9Rw3DKkPb5brjhjAxoSD4uSm+E0DMJXbhFRyr3bs5JsgLEl4i2vB0Q6oVW6bJvZenQOtd/bCjjAxdTebZUxaEP+VAXXQxnk4YLPeY46Sc2wcZx0T6TvvCHwC+FgzmaGgGe8qhX1Q2HemsdDPtHAXWLCFtlWwizE0yuThwSTzye2MSOd7QL5dXDDZOaTfC8g/TrJOBiwZma52kXatRQYsP286GajEPuZf99/zRq+rz/vrxWGDAp8YP5UHqX4cOz+EMc0SR5VuQpV7UkshcWxhzftvS819lwDBUPVtHKyE6iinAMaJEqR7wxuvvxKWvDXfwNhY7fpjZTFFJFoRYlas+ph1Io2u52fdb7lr48YdKganb9iw/N2wdtk7Yev65aGXgMPWppLwyc98WS2lFoY/33uvqlAvCYceNtWcFmxDh0I7nHMlFYwKE23bsCz87rc3hWOPnxFmqOVOE+yyWNc9Cv+YcdXfHc31qpZrCnNfmh2WS97jiuuu18lLQ0yFK+SasCGw6jUMQmIUouNO7FrGgubmbXrdQRv0uIU1SLxVLlNNpUKX3/1m2LrmfbXwqlGV4K7YcF7AjSbnfZTwP/Hg8eH9998PB4sdapV8xAhVciIPslWhx1qF9tC6I8ftdYkLL5Ez37qtXur6CrWaQKu6FTTsUD/RmWHS+FEqQBAY3bjRAAvngY7hAerRSiss1gFA23TcYOP0WpXYzLUbt5nu4guzX5a6+yrJifTTPamREPHq8Ilrr1He2Wirpsep1Dc2mI3oqbAkLOldd/xZ1Ycbw2c/e0MYJCYO5rCftNrWrlutitKBYdZLbyjEOV9UB5pnsjUCbbsFoOlaQQFFa1NjOHrqxPBpSX+ovkA6a8ofQ9iV8de1VfcZoJDuXDFGW9RSa6atafqzkFvL1qJKjea308qLvEby5rRDYOPLWofB5f04ilt+f4tC+veGX/zkR9Fxa+wocKkUu9haUhkWbWwKW5tlvultgMq8+dJos6NDTonkfD9OlveYHUht8gA5VmIa7RXVi6Rq2JrTYWh5Re4U1aKESu+95x7LtzvtzHhN5DtSnLFs8cKwUuznqDGHqPrzEG2KCYBKlkRzmF6nJZKqoQfvqqVvh7WrV2mTMlrM2RTlF7MKmQ8CF5pDpQImNT33hpt/9r1w0rFTw/bNG8IaCfYeffpVYfjYqSYFxTXZeNr6VxRI88PDU3mmI9qJaFmypPMsQBmBXDGY+sg2LxmhDwNtXdnE/HO+ZA2E5gCbhT7lU6s099A1bNF8MxFsAtmoIyTRefQOI4sVAZnd8wS4AN+AdETcqSz16toyMeXWccPCpLBngLLY4YOwfMHXxLlDahLRB/MtqYrUJMIswppyzbmFiVXycbVjJwBpRS/cjcRIuZ8iBcKigJwD557UL/KAzY9XHAHzOWpgLRfp8XlvhYC56lGb34BVQGyaP4xjHAPv7ITEawG0+flTzOJzyAicXJoS5wUeiQUMkZTK51Dm51QnQuvuuWs7gTa/gR62zDtzXssQri4AMUxyeJwtA2SR3GjvsRw4HFbXFTFefcquIKLImEtgOWLE3o0+LYA2A0P8TaJjUmY3lAs7leU1JQpff2eVHDhZGTHkQQAo5MpwejRk52NozdSLBSjDKeua+quZM8mFMBatYjYQq8QWsZcgAbkRlCiDYju0xExYFVcCbD7QDoayhZbGIU4g78eaWm3ZMKHuXhBHtJZICSwBLp0a9uNF6RUmdwTMsdl7bA7sOxIHLH4POTfCAYVFSsglVtrtB+bSc27kincAndD/B+R0dGV88sDNHUX+ffu/3vkoGahIO9+ujGg2j21sCgUK/rwtUNtWiUWRU+sjtgLBWYBbD1XCvfLMw2GLnPhZZ50T+gwcHhokjdAmgAcj3CI2hzmFBMSW9avUueClMHLEgHDIlCnKXVPzajEyPXtI1V4J+CUKG+0VS9BTBS6vvaTWQqqQO0qNw1967klLQB8udf31W5vCaefdGEoqY1eLzepi8MwT94WTTz4xHDRhsoU+y+SkDRzRq1FGuVwWsUWg7L5775SsRa0J8O5VknoPhWthYizpV05q59qVaumDsxulf2O08VAeHnlN7DB1De6saCYd70UhFzLLb8rltEXjTu5KvCdRyFqbDSpT9T5Cvt+T5AcsIo7ZGRt6UsKeoEXG2qO11WFK9MfpD1HOE0kHhGmsJZHW08EKH27csj08/cp8E/DcsXGrwsMkP9MovS58/Opzw4mSfBigcHKzmChCoP2VZI/iv2l9EYrE6UjGA9kSQuDDRwxTxW5TqO0vZk72aYUEql95/S2FUN+3nKlLLzwvHDFZ1YoaY84Lx9CmcYb9ahST9fiTT4Vl768I13/82jBGwsXtLQ3GcpHiQI6tUrDCDhVM/PSXNyv/FSBLE3NVVcp59pXwMp0A+kjCg2rk7/zd58JuXQe6az0FomHl0INc+M7SMFdCvocdOSUcLi2yAWIlydkbNHCEwn3Sm5ORHyTG8v3ly0xIuK+EhtdIq2+EOgUQoiV0jEbfH++8IyxbviRceMG5lstYInt6hCqV92kON0nqY019SVi3Q8yyQL7p51sulN/TDMNnkQlei/nKhFPj6zgaBNf5XoBnByyPxJRJPN+jNVVh6Sxiw8Q0Ijcx69H7lcO5N5x95ul2j9et3xSWvrdSaQbTw4ChoyztJDZ0p1KRPqdtkuqoD4u0MVq3eWeYNPWIMHDEcAO3FGGgls/GvSfgWGtssYp5tB0J999zh3Ilp4SF760KJ51/ZTjkyONMDoX7aWk2RGV0iy0SkXQxfR24K/G5X7CL+7NhcbQ6g7gPs3fFr2fgrbvDd3VAvjWz/1HbE39LsAupDhg2cqUt5UP3xkGRkx7mBzSGzEsjLNx+pxQafM9ezfudklIhhcL0LFXQ42SAFf0R0qQwgXCogY5CWor7Kja52XjqGIYLKCxIfs1CjSnlybrP5CQ3HCQ5aeHhSZfI4F4awEm59pldckIhjWfGfBECzzOn6X1G6nAML3hIaV6ANvej7jNiODVGEm0jQ7QvESNObDlD6+ygjz3vd/bNMVS8ps43eP8wbOEN7oNL7pqzJpsu+d1Dd6Ct8wXQOiTmtLnzNcqce+OBP8ubiQjTH0aRMvEYRAoYYNgSHVmgp6MziM1zC2xPAYXTACYdM1X/5AchawuhC6FirbZGBQZIM4AJ9a+3EqGZPBjaberHVylHS24G8h9MylbEQDUhqdADTHH6zZqlJMdSiZY436hZlIohOu0YNGOdibKFmUCbAzbOj/fvkRG1OL/OxUK9iaJlhGxi0Lw3TaACIIwjGXcfVPKowTRK6RRc6P2+KzGdqxQO5v18nzWCTp/lfQ7afELkARPPUVWUn3g+WeMkTQs1MWZdLYoP34HGSVn8vsJOtDBvfP4Ug7biXa/PUV/IvhvN72TsGBp39Mx4nRAXTCvsAIrpb0osd6yqGmlQfvhRx4aSnvQulJEvRWoF4E1VFvq26t+p7Ju5zz0kwNBfeTsnCxDIEQrklYptadV96dhLkr5y2Cr2hE1LXg+bli/Sd6wJB4waGeZJO+yiKz6tHLlDtAFB40vN6tt2iiVTxeiDf1aYcEI4dcaZyqkUOyyWCGV60xAS08B87t1zX7jl1pvkxyoUgrpGxCFzoEJzNaqez571ZLjg3AsUulOysZwhzc85cVptWR5lMmaAtrgGi7lK7nFMBTD+xUMdydoA2pj/9MfcK6atr6Q5/jkxbYA4HADzsE3FBLStIvkbphGpjMkTJ1nfURiXGoW36lRZSFL8oncXy7GfJgayNtz1yNMSit2h8VAfU10ToI18uK999UYBY7WzUkXgaOXswVDCEGDMSXsgZBplC+L6ZNsFyGGjBwvH83UKt65ctyW8NPcVa4gNu3mQ8r/Icd0tEIq4726FZ+sECn/5m99KSqM+fPUrX7aCh96yKYjM9lRCVpveCygFLNcI4P/wRz8Xk6iOJbr+WvUnZaEwDmYG0EGTcOzXv3ijmFf1NtV9RFuSpu1/vPte9UFtD2eeNdNkTg5Wp4ihA8TwCfwPUp/NCDikF6k5MHDQYLGYO1XY0aT2QgeFjevW6nqtzjLUiDX8/j/9o8Khk9QVY4Tl3lFhSleIHmi6qZXZe5vbVT0qoOygrUgvin63+XXk/ZyseMyo6RRJSbmOpJNQFNOqVBKcO6kmNr/0fUiwcI+r1D7q9l//VAUCPcKJJ54Y3lu+Rt1BTtHGplpdDGSfNU60pGNt8hWlWjerl8wPy5cvD4dOPyX0HUwjeU1AvY/NPqQBzFKVvm+tNifbpb/WU6+ddMKJ4cYbb1So9YRw8dXXa+0ol0vA1Zqdp92G+ye7lvTo3JIq5trm7SErAJCG2yrJiIIITLqzc50/n31V4TuLQEbxOxwg+PMO1qJNgxCJCgT4a+a7FRx45bf33WYsEzhyOw9w5ZzZ4MS84rhpMx+he4ndr1Meqm1sNbddt8xyGhFKEqgjBw4GMwrNe9VoLKjzxH/eh4C8bQYpWEFWSD89PM15GdmQNoMObBzk+Dk5mPFNpb/uoc38+NtniiJd7mP9nnrKFtIn5ie4TEBgAm8whNk1Z76bDkZJEi2NFedVIEmcjIlrJ2N1c/6teJ44CM2DTiNwEvkV50/Kh0/Pldz1yupOGN8nhU+SrFAgoVSn/dwRouMSeaiCcTfH7jsQXjU6NR4xMhwO2mLCY9zlZG/Idv8sksIuIS2ulHORp0vzYMkk/AAU6XhVKtUn8ZIKmkpU7XVMdmasVXZZbdpd1EkeoAd0uXajVWI/UMUGtLHLYDcBaAOJt+jvOpX84xhpReNxdCsFTno73hnCoYbntGXhVB94c4KcAz1X2fWI3YM5lH/kvHAuBtbkHLge9IPcANhOUQuHMUAzx9k7xsFpY45lTaTT5OLzccHGMUc/yz7ndG9i1pyVc0rZK3p8stkuzXchFN/qGEa7+3WlefJBoCtvmPbf0RZeLTZYPn/46fM0bzCdUcvmmTnsmMNon0m7o0LuAMAt5SOK5oiSFdvDvHnzJFJ7hjFlq6XNtkZtoKZOPDgMGzE27OjQrl4Cpwix0mfSGGMlXZe01YU5zz9l/RKnHHZUGCA9t93qAVmn8AJzgwbVkpYVYFOO1XsLBeAqpQbfGGqlun/48WfI4g4wRs1C/xIQrZAz3L5lbbj/rtukt3VwOO7E03XHFbZAhZ/WWLhndqfKveuluf3Yg/dKTmGnmMGz5agPNNHL5194UU3lTzajWqW8Kaqq6fABuOGzzDkca9xU+E44imDGASvs8uK8iNVj9v60w/Wx3q0xKFVxRW/lKX3nm38d9jRuF2vZbPPZwLK+q1pgCjYABh0gMUQFCWNGHBB2bZcorcJgTcr5qlKouJ+023ZLb+2Ms88P3/n3n+vUKsL6lSsjs61cmJ0q3PnqF68NNSqVHaouEIjpbtqy1dgu2DXEcgkRcf/oxwmrh80BtDFX91LVppwq8vG2qFr1iVnPhU3rt6r4YUy4+PyzJSXSR/ltj4RzzzlfDNvu8Of7HrQ8uXPFWg0ZVGugs7oqVsRWKsa5o26XulFIk0xs3B33/DksX7Ve7Jl08pSjV6pJRapDiVXiCTzoHlfpWk87foq6LJyk8SkL7wikznp6tkl+nHnG2dYt4tbbbg7j1UprunLtsLEHjJogZmqdQCKVd7QY6yPmbYs1lN+r3LFqC3Uznak43ROee/ElgZrd4aBxY0ODpE76qEjjAEnAkIjeUVod1tXvC6th2rRZJf9O0zaD64iT00rSxHuxC7At5AhnQD0mk/Nvr0K/xr5Z2FzPE55NIR9zrMkeU1lKhWkf3bOf/scPBXpLw2mnzwyDR03SOklFZcnel+h6qlTEsHrZ0vDeslXqr6uCn0GjrAgkMieyt7BKKrip2t0UNqxZGXopNL1VOmxDho40sWFjfuz7oQiRckJUJDpzbLTZt1xoLPqkaLVNfsPXQLId0fsAlFKRgvUd7UyTdAXcPhS0JUdR7Hczo5WTwMrbNS4Qv0oFbdRiK/TKBrRxfQXb7ZJcUbzdAJwuFz9jchwAj5TQ73acsCi204Tkk9h2zLOOG1b8h1WHct+ZdwngklbAOFjunNYgqUpoYcb7wf8ieAO0ZbnbObYT8XjOx8FlpqigL/HxdQxCtwqEfyN+SAOZ/LCPVXGEyEGZKTSgSegRg0ScZOAu+TOTf9Eju4/uNxOQY+7HMYvvcZDlv+9PRhQKHOw188eRgPHr9hBpvpLbNEM95+3uVzvntOXy3exkMeHOFHFyHNiqJhKKd4RozbvTYGMYY8Nhq/3JTqiYITFK0hZBQu8AiKJJGuVBYpUI38FW34CITjRWZ8RdhoOJSivbJTTEBJMjBqBJk4fJ2lsGtkNABlFeS5bVIDSpYq1V//RW5QshYRknOLIe1oKFcyS3jp2dlnx9C/WFCgmIbneg5je1cNPsLtu4OaJ3AOLJli4IXGpq+FD92qky/RNFzS6GcueoUh0Np41vYuhstwPqz+xGAY37ropzbtd5OsPkTEoetDFjfNI725k/bwc7+YlrIJLcQEAbxhiaO+UA5BfJhxmsaJiKs9Lis92Bvuz5FB7oDrT5IiiEjwv5LIWqJHZ4cjImOaBCBIGGJx59NJwjLbRWAQVYy31i0rZKqPStuXPC2LFjw9TpJ9ocqFCIsY0kWN0RFn+1CTWrQfnDdyupelWYca6kDg4cr1wzhSjUJoYyhbLddeGeW/9TG4MQZp55YfjnH/80nHbBJeGCj12jhF4WW5XdbwA7wLxcIGiv2kHddfsfTI/tsiuuMtkQctfK5bRhaFgd6LsNqakMDyos9Nab88N1yl2j4fggsVA9JSNBOLSNYhXbTUYm1sfYKX5yUmxdaQ3kDU3BCHmSevyJZ/M5DctrTlw6W+VK3P/O17+iEHODzqvdANMgtcJpUkiZbco+5Xhh2Hv1qlZoscKAJozK+eecGqZMPUTdPpab8x+pwoF+A4aFf/75zRpnqeOrn6Xlj2pc6rbvCH//d38pOQ4BDnp9Cgy+t2y5NPQmGnCj8wLrG4DSt1+tnefGTVtsrlX3Ua4oDIPC1ADJKlXSLhPIuueuBy3nbebZZ4bJh0pbTMelAf2cV15XU/S3wzVXX6njjxdjo3wr2Zfmhijy21tgqEzFBIju3qJq18VS8D/66GPDah1z/cYtAmtKzRBw3KuNGdpWgyT0C7Af1r9n+OLnPyvtv4XWxmrkqNHhyo9doXNXWylJhSxavCS8Mf9V5dhdZVIuLbJRtXq+WU3uy7RZIJeoWZtNqpSrcJBsymQTCVWyFumXOkKFDMa+U/EqVnGqOgsYkCrvE9bUqWXa5gbNJYXKcTyaEowLDwNt3KvEIGWhU2OYU3kK4a6UvmJ+ATsOPiJ4orGr0KaE4hScmulO4sCxx5onjXVbw6zHHrLxPu2ci/RZirCiDl8HgtUKTy9640XT6psy7eTQu98Q5YtiH3XuHBu5DglUV/ToCEvmv2ZFZXtUfTt2whTlIsOEk3dFmy0lDWq+MdsTREsh4GTzcqSyRzaAawZW8V/6HGxW/pExdM4x5IDbfwe0dTp4Hhzw3bZeElhJDFCWcI+v1D+YXhfEd1vuhQa+zqM/iP6D+2M+KIE2wtHWvgqhYUJ9Z/XIngAAIABJREFUAFcZ9lZtQKAUyUUzjbWUk5b3Z8aOGasHg6lP6h56y8hoYyPRQAQpzpuCwgLhVjpWmDRVOicHmowj+ZmmEWu5x+ncYcL0cD00y+E2UiLatSg2XEjmz/ufzDcncOZ56O5PnYHD15sP88ifFdUUoj2Oj6wIweZ1TDcq+L1C/i/fyfN53AOItX7O6TVAW/zuiFcgVRi3KHQe7XRkPyNoM199zyuF8GinyZkmpV+MX3RGUzooSQsZkOJMBte7BykCGW1CNPbZ9D6fPLGqkR2QgkuiYmPBQAzpcJKGhAFwCUVzEbZv0s4O8IuqOSjbGSE+S3FBb8ItitUbec+ODO0ou9iYKMjDdWGICCCn4GyM7VkSKDW9lYRs7Xx0vqREkoNCgiWLyWL5Oq6zafZZOdyY4Bpbfxj9mTRpHBz5JPCJ7OPORMmDHltkaaL6e3gu7jQSqs8YvsLE4jOWFCnASv6Vn58zZA7KYjzew2LxeA7wskmdGDhnXRywOSWMNIlXnBVfH+fs86d4M1BsrD7s72Ig8UGAMA+eHVhwfJ8rnRaZxq+3en7u3LzC9KGmHHmqieGaw0osnLETcrgvv/CkxJhbwuGHS2qgerh00mqUEB0XFmGAMoWAKlQNt2XjqvDCM0+bLtgxJ58l4NwY9tVvDM88cldo3rFZulrDQumgg8JM6bHNef5phbm2hzPF6pSUK39JSeJ72TzI+RBK7CEnRfP12U8/Ft5/b2k4/4ILlZt2oFhfGL8oBsumpAJBXIVLt6m7xvx5r1lV11XX3aCKOc1RDK+MATtmwH7Mx4wJzJ6q4GPmTsJ33BkjATzE8JuUTnQmmS3g+mFYBDJLpHP3na9/1apvmwWMrH+oKkRp+m6bqeQoq9TeCQc0edJ4hfZWhbEjBxobDpO2W2tvwujR0mDrF+5+9PmwUtWCdTvElmFDFKrZIYbpy5+5UflsVWLrBkhSQ8BEIIZNDmsO4MZ8GTpssN1TwqGwbKxpDOOYMWMkcLvFpHYWvPWWdLzUiky9QBctXqYelwPD5774BYWdK033a/bs58MVl18SJo2WxpnOn40QFaCE0isVcoN1rRcyB7ARPr3k8svClEMmh1lPPasWWC+Y8PUuFTP0lCQJIBG8Swirh8ZpgMSBd6pd1XHTj1Frreli77RmcXxyPIOGjQt33v2ncK0qTRsF1EotF1fRAOsBKXFgAUb6STLnYBNjBEoAiXZQuj9vzX8rvLtkaZh+3PEWsuR7mbdIvLSqFdryXcGqR61bhzYCZr/ZBFhxU+yw6Zvw/NrM5gkzB2fLJgBwkcCNMVm5DZUlynA82WKLJigcx3zdo5/vSOR56eJF4dqrrzKnVS4A1Ki1QMVvoyIIZ59/WdgNqCSpQ4uR0LA1MtfcqixpCqtXrrDWbqNGjxeT2M/WAqG8HjZGiV0CMBRM435mJnPWuVd4P9dhNsDBWRYd6v5g/y3Qln1BYirt+0Bq/AIASKSB+Sb8KgSD/Kp+p2K5l+YMICAPBDwqYwwagvEw3YBpO0C0V6g9GDnBvYI7gWCAsEDiA99s/3FfDbmbr/b7bOteH7RqUMBG+pwRKJAKKfLC9zioiXYkPuz9sHc6t2iLCyyV++hoVvlfAVn7vXIfWJif8X0cx7u62KcTe+VECc9ZIYX8no8X3xE3NoUq3nyqUJ7IKJ48Nuc9d9+uI/rvuBYSGZXGNo+fHPjm15dXAUfmLoJQH5c8qfKRQJufaB4t2u8sHgdudtMKoM1uTBoYQpM2WIlB409HzvGmxrwr3AmbCctlIM4NKCK2ohlAHz8SIzFGZYSZFHIgLEBxAR+KzJ+SjfU5mr6TiGkOyWU5nLq19Qa1H+UebBJqVwYrkd9BOMgshVZPwI0KmphzJmbFEntkIAlB6txaLWcm5agx4UHzaAwRNoWWh80ij4gdjp7PdkACPB4qjpO3ANoy45iMRTFozihVFKodWKWbVQDPEfxm8XvblcT7UTi+Vwfvb4yy3UC8gfa5DBDaGApUUjBhxqWwI3Xj1dUOpXji/3f/9u/LA+Cu5qpfa/5nBi6NqVJDaVnAO277WRg+ZGg4ccaF8n0KJcIc6z7CIFiza+UrVSgXaf7cRxWOWaV8o8PDxKnT5PTEfJl2H8m/NFBvsv6GO9QP9E2FWQcodDdh7Ijw7AN/DHvUjQBtsIa9PcMVn/+W8s7Ufkh5Pi8LuK3bsD6cPvPcUC12aZ+0uVqVS2VC0gopAcaQ0li66K3w9KxZEs29OIwcPSGI8BM9rDUAK8cZyHMDRlYse0+ObKxCRcOs3RJ5Yjg+5zSNQzDQpp9pU8X45EGt3fI0X/L3Nm62CmAciw9QqpDWGNV+exp3qhDh62Lc5EjaVP0HCNHcKRPggdFkzWIkG9Rk3YwlPkFM24nTj7D8QIwWPYH7aI1PnHx4eGz2/PDKgkVhp/p8AphwzLuk5/X5T1wrkNNDIc1R4T21RpowYYLNTQAKoI3z5LnVCp01Nkq4VRtDgBuaaIRTAXCvvvqq8uFGCbi9o+/tFXYKACxdsU5g4Xxjc+790x3SYTs7nKLeoyUqkkByBQaHYw1SiBSh0C07W8Kdd92j/J+6cPXVV4cxY9UjE3FdsYP/8aOfmI4e7c56qgDDnUc5ciBK1O8th3vWGaeEo5U0P0RCu63qGECPWKo523b3ERhsE4vWIwxSP9SWtkbbtJrIr66T1lYm86Nl2KGk/HIxsTzadZ5VYhqfeuxxtdWS4Db3VzOzp4pUjj1WuZkCee2lvcKy7XvD6u0KX+t5mC6q70wgXd/tO/qMkcXxpBwoc+5m/ywb0pw6NsDTQlw+pmBnYjiuVf1mIzsfGQUrAhBD/L4azb8qcHyDgBubm4VvLgh9JV49ObW56iGRXMLc5Kr10PsRvN6nNbZ54ypp9DWHoWPVw1Yhdb7P56b5F/IfrToy2qX92ePOlqcr+9WdbSo+Vic7l2Nl8janWzuXA20GUMxPFkCbISAdsw07rvkHo2WrGaZG408aAJsiSBLC5jBNAGQHMbbJZr/FeWUpDbleq5AOKcLjfjnzLbq3ZhPMNXiRH/ffeEkL7Zlaq7GscZyxp2Y3csDNjuv+QWvGwBTXoLkQ/Wvh/rgv87nnY5vPUXM7ZffMCwjSAPu88/N14qMwD6Jf9qpUNpLF98/9Q7HPyNs9959cb7ZhyfnhqOwQgX/+OMV+PD8visGZRzbzZIj9fu/crpm2riZZfmLvB+LSwoDG4zUMnLFVaMdEyGiHTCHieIPNKcSdGRS35bfqH/Qggw5ws9ws5DhkTDC4vSgV10F6alduis2aOEaX0j5F34HKM3FoD8v6gNk5GY0QiwoYTVNrlhNAVLXA2KWwDwaM70rtKIzdMpAnIMSODzeJTpw+n5Ul67C7ZfxsbGA1+JkmqVGcKdHRExTNcLFCSOTnjLsAVZ0MkYcn0g6C47t+Un6i5SeJAeCUPJl3yvnv8t99J2PHtbyDwu7DntP5Zflsdp+1ZFP4uhg87QckC5iuW/v1YS/k55+/tytj3N089UWX/dR8YD699dbrMjJyyOqIMVzhxNGjD1KFnTTPxHbRC6gVp6twDw6nlxLm5738TFijxt6HHjo1HDL91LCzRWBC/TvN+KhacJ+q5QBndWrY/cjdvwv7mrZJRwoHojBfW2n43N99O2xqhKaQlESJKh2lpTVHjM4CVcmdd955YZiqPFv2SS9QgAwdMxgVtOOoxty8YVW49+67w+RDDgmXK5y2YXuDicl2CAQAnh5+6MFwzbXXGbiAeTExVcuBLBgQ8xPJWeR9Rn6j4L/7HPBxzs8h3gNAIY+S9kUlAmq7G7aFf/jaX0tIQmkHqq4cLcYMp7J562YJ1VYqMV9SFRayLzc5ldra6jDv1Tnh1OOPNWFiuiHs1vt3C+CefOqpYfnm5vDDH//CGCBCCz0EMpolUPv5T16tXq91As/jjU3gwXe9t3SZ9eFFFw7wNnToUAOHVb0qLQfM+vjqgWOj0hQWrkKVj4C9Wc+9GOa+uVTEU6X6kW4KM04+Lpx/5qmhn1rcAToo+OkrRqdJrCshWQqY7vzT/QoBbw1XXq6OA+qhWqFNaKnOcacA1xOzng9LVqwxG2CSHNpMUjyCbSwRuzX54HHhr9T5oEMtnoxhEOimwTs2plfNCOXGbbRr6ak8sEpJqQixWe4atrBDRgwRYsLMXN/69Wt1bZJzAcXpMVc5bc8+/3y4VkK+FHjQ7eHAkaN1HDGcSvxftkViwAJte5T/hYfFKRJWYxPNg/xH5hP5j6ZwjztOqSLmgNMOIHaqQaogMXRZRMX/jhs9i3rgcIy9jsr3BvT0/tVLF4an7v59OP64o0PNkNEKiR5vDHGJQp6N0r6rVhGZsUsqdClp2mgCums27QqHqEAIvUHrH5rSPNzRYd/z9qvYthTbkv8KaMvbHreLH2a7PurrndajgTfSjBTl0TrbrTFgHRDG5p/5VXLLtO6M1LB9dCHM5gKvLmvheebWETRFsDzvLxPJJpKjY0XQlEKTBuq804EbcmwKfYHxpRi+lF6RXqYoIobN47GcVYLEMP9kBF4E1tb2MoX+8uPp99TO1dnbRBRlxADh1fRctOspH5fvyBEJhWNF0FbwwRHs81730V35lDxwyttJNp35jUHhs7nYe7re/BxwUOrnUQzM3Ed1deySP7+yNnOnXTnFD5vsPhgFR5jKgVNVHnlodiE2sIW2TwA2Jp6pNev6qsRmlED3w5aRS5RClfQ6I7+LAaUKFOVtki+xTTzX7kyS3odpscqVZEAM4WdGhCov2pZo12JhEjkcGDyFVWDR8jfKUu3sJhKGjfkxJEhG4Bd14UzIF8eYtKPMgSH9QR6csWr0aosTn9i906b7l5gnlirl9uXBj0/g/HXkdxkRpLLjLsTd88CL92ahYCp0UmjV75VPlDxgtddSHN/P2QEY7/fwafwe5FDS/bUFEw11/l9m4P4XQFt+LuYnsz/fFVgzA5FbvNk85XyZL3IgC96aFw4/WjprCuetW7TAZFEOOEiaVkpu3k2bn8ROIjIJ8K8S41a34u2wYN6rkj0bYPlr5MDBRpBiYmE4WaWe0n6b8+jtYcea5Ta/G6Uqepxy2YZNmBraShTS0r1rVxNx2BRwx7sLpPH17FNSrj9VVXUn6P0KjQp4ID1D1RYsMqzU9k1rw7133SFx1SHhkkuvtNw2wMRDjzwWTjjxJMthK1VVYIsYoVKBzU5joPPy3Z+JoicGPB9CcqOUMS0avzz7kn+d1G5jlDmWWJ7S9gblm30ljB4mxX5pZVFI0ygZig45nP4DJKzaFJtPA2oBVAcp+f+Rhx8Ml5x3voWDN0pzbY8YugtmnmKgdmdbWfjJL3+npP8miWaTf6PwZP22cN5px4ZzZwowK7xI43iAC/OOIoZt27aZBAjPAdxYl4RKqbYco9Ao579VIBLGzVtCDR06OLwvlm3WC/PC0pVrUPUJX//rL4RB0hjbrfOpV14im8g+EilG9JXipT/eeVfYVd+gdleXh8MmjgptCmOaAyDELbb0zXeXhj/++SHT4cMuIbJL+yQEdRvqW6wLy3e/+VeWN2nVu1T/GWZi91odtkpUeKMa1x8z/UixLHWylbFakipcYUydh3qban6yPpskH4LUR7MKOLhXy5csC4sVTh+l3qoYst3KiTvuuJMkCUKjdBUxNPUI29SrUwSysSXGSLB1TInV2DnsIzIc2DGLMpDXZJs0NuGRQsCOxjQU1HMU3kXiIxMcjWG1aA8SEEgOGtthm13NvwEC8/ff9ssw/43Xwme++LdhoML/FN0QtgXct6tKVHJX6iCxRZKHOyzXcMTBU7Whqk7V951FSeOEL+RcfpgPK379v/J33m/8Vz6X2SxbOOyhIgo2cGLMZnyHpR2Q3iAfuBu9PYs4FZLZ3bbFwjIv+MN3AV7I64xso7eXdFtgdyZSXLmoiwOsxLobsMJedAYgMUKV8rASS+egzSNq5FcaaOYs9P1GPiS/6ORFTP3B/0XgnwHudG5uf2wgEkvovq4AOotHvXCu/l73b5GFiyDNwVLWX1mvOCHh48vnPLxr9yaxqPl7HsFkAQQX/HfnyFVxiL6TDe3GZ3b7nXnQ1tWk229HYsKihYeLxXGKXKSjWPJVYu5MYtpSaa2J5+rNngAYqVvlh2g36qCtHJ0Y3W7Lq0pKxww4go2Ii5IIjB4c59YsxwQQs91HuvFO1TrY4VhMYpKxYR4oc+bYAEJCEdC9DlCMTbKbG1XOyZPj/Njlc30wf4A8ovcxyT3qqfEaRs4a1BMG0PdZeBc6m2RFdKqYvL44E5XK5M6PcR6pO/rP32D/3e+A7ybzk9kXpn/e//Ydjx/DX3eg58fMFoTundPL7rTzAM6MikBb8ULi805ndzWn/n881x1g625O++6N/SIUeTOyDbqWGqGne/74ewNfZ5x9nvTRxPwIkHnuB+VGmKIyyT1sVS7WgvkvE7RSMcEValMFAyJmQre9XD1F2+u2hD/9+t8ldVAiDbdp4ee/uTl8/1/+LQwbPVF6f71CO1qE+j50B8sAefrOVe8tCc899Vg45mg1DVc+Ur2qVXfLeZUIhNm9kG2nnU9D3Ybw+9/9RjpdNeFTn/pM+PODD4dTTz/HEuvJ+0I02AoaKKJhfqdkYNs9w7y5TUnzMX/vbd2kDBTfhdo9zfI14lq3sHvSCbQ8N6pFxZD90/9RL065+xaJE1O12tJG2LNEifTVkvborST9VZaDNkDSGTBlc+fMMZFuTqlR+V+fuP4q5cTVa8wODdtUv/DDf/9FaBfzYi3Xdf3btmwM3/67T6uVU28xUbXh3XffDUcddXRmjGGIdqlJPMwYoA1wALADEFZKimLkyJG2JgFPxkzYHKZtWFmYPefNMH+hwqUCu1/49CfCIDGrVQrrtsl+oXEH+1OmRuc33fw7MXebwo03XG+9NUvUvos2eMhz1AnIDRs1ToC/Kvzzf/xMjcwFOnpX2+aNsKg1MicnVazadZedHaZOOligLcqV9BZbtlPMGPe7UWzdLbfeEW68Xi21amj2LdulscQOUt1HlWT/QcPNBjXU77J5zLWUC1TOeWGubWiHjxxkzevr6tuk+3eqnL7YGuVObt65J+xo1GZYLCNjatJA2GzCkIQ7YWl1R1o0dq2ya7QrMj1MIggWkkrOkYiFJaKjdYW+Zno9TTDf1POnzd/UOceKxKzwS5EKAU02ipu1Gbn/rj+og8OXxQb2sSgG31ShKon2xi127e+v2RCOnH6CFWbQLcIa36QkeQcHnmaSJxQcxBXbA/BIsY/7qPbpfwrY7JzoCwwgMHgciz/MrhrRQR4ftlTzTzIvTapSxufYBoVm7USKkqQTNmcviY36jEVUqX4V++XSHgbI09gb65XSeTxPLe8T3CRkMhjpXvu+O/rVFFbNDVYcj+gnXcXBfQmg3zf9AH/mrBXfyfY5C+egze5f2ki4b8oDOD9m/GonXDoDy/w9zDN2nHfMbY04xjacCTTlmTa3b4y1jU0OgxV8YAxR2/1Lx/DfPWWo2Lfyen6snRksBoTFcyv/esl9r67TMbqnQfy17D3FQqrOEDHRAEIymL6DIiHS25y45AVOxJ265UdZCA6GTZPTbmxE6AYA9TfHtFw1tGLENJSlHmoYCV5rTUrMHhun6sflMDKknSYdQoywY7HIAa2Z2DstK2lm/WvCWCUk1K3Ole+1BOzE2FkfNdtNs6OMN8vKmjFcFgKNDYg5todjbcB1HLuuBEZ5r4Veu80HizRvfvyLAZtPkPzzhZh+96bHwZsvFmfPChMq6XLBLJJvaOGPVLmSm5wWI0mgoBg0Op39PzZs6TLyx+lqvu63uUhzuvj7iwEyM9QavsthIgmzR7lDvbUxWKs2Ua+/+poEPaeF8RMnmwOD0SLX2UJIdJdC969jR5j93GNiPtokiHq0KiVH25jRF/NtNW5/9flnDMQNGTk+nDTj9PCAGs8fPOnQcPwpMy2nbbdCacgRkDNHrkoZu2U58z/f8RuFDweFcy650tTfm5UjhUAq41oi41xa0mI5ds88+pjJUYyfPDVMOw6NOLp8ULkXG6db70HLgcG7MfvQ02JiUZgQixFSPWCnCWO7/RR28Lnvb/Axted1WCpwjRHQoGxZvSz8+Iffl96hGDaxYNV9Vayh0GKp1i4kDQn+66XRNkG9WDlvAC9hSuFQhb22WbI8TNvF588w5maHUrz+4ye/DvW7JFKrUFidZDQa1LPzb77w8dAiWZHjlMAP8zJmzEHWGstCtTBrQ4aHpUuXGkDi+SkSPobZW7L0XemajY/gRP8qxVbBoFJQU64wc53CcU/OejYsXLIizDx9RjjvRLUp03UB6ssUYmyXuPad6lixUx0a/uJTN4jZk+hxS71AmLTIbDxjHmtDyz6JHg8Lv/7DnWH+24tDteQ8yEuqFchu10aTKtFK5VLuadwqRu9LypFTqyVsCsyWfvaWbtkb8+arq8Gj4bJLLgjHHDnJeru6DiOCu7Co6K81ir3kb3oQEyqjIGPhG28r7P9WOOzwSZoTewSYB1nvVfIZe6oH59Yd0ntT/Ver1YNFJ8nDHRIzhfmOW0LLsDV1mMnC7cwNmoMDAAh7yC62iU3lEeUeKFCIj+w9+AjLt7JnY+GDPkeloEolrF9p3eaV4Q833xS+8c1vm7B5L+bAto0WNt6hUPYI9RGlB0+Z1oI53iRvkd/gFm8wzK75yRSbRY9Hdm8uu3zlf8WuGesdwQbtp3SDM5YN2GPP489gJHVf3Ye26n5Yq0ZjnyJo7nTvcqFiA0oJoFkEJYUZszECjBPXgqmDTCHynRi2CLI0zim86QMRJVcLYUkHRdH3xMiR6bXmIjMuXut2hc9Hoi9tKtN69O/w8/S/i4kBu6cWYXI5k87+ktc5tvs694sUHXoRgh8zf4N9/kdgGjcx+U2sj7MTRN5zvSvQ5ufQnb+K318I53YCZonV88/m51vJfVl4tOtZXaj5iJdWfKFWK5DCR8ZEpUoWa2/CZEk79AjIUFaOdHk2yZhElO5yA9MyJxbvjsLeq5lE1RRFDUAyK1ZIDBWuwgcsTsrCxOFcY8w85nWhK2MNbhMgZCFzE2NKbRw8C69a9WecEAbamIppIRA2MOVmzF+azKavxvDZtUaWcLd25bYYUsyd/CLLWyG53RZoBEKuJ9fVzfHxzk+q4ue6QvLFAKcr1O6T0q/LJ2HnXUCh1LrTpEnALW8oi8+xq7nS1Xv+p8/lbW5Xi8PP268rvzAMXGvnimNH0b9dLESZHKk1u9Z8aFKPy9deeMqq/KZOO1KhvhoxLnIw6i1ZSfNpGdMKMSxVyktbNO/F0Cy2Y6wcY02fqrB44TxJPmwIW1s6woBhY6TxdbkZ2rr6reHxRx8IBwyolWjuGaGjTAKuSoI34EbeEw5QYcaS9sYwd/az+r0lHCIl+L4jxlvSeBRYZUJKEkZ6bstUgbdi2fvhmJNODQOHjRS406pDKR4NIsIPmpt50GZJ5znQZs66iO0tnmO2FhNTkt+1MqbMc69EaxPL1rZrs3qP/m0YJoHXuu1brG0UgsA96PWrTgjktDar8nHk8JEqvthgeThUP45TdeYx045WReFC9SjtFw6dOEbJ9irIEGf3ne/9i/LGGsyBsI4a67aFU487LBx52ES1wBpq4bMD1PHBbQZSEivVtst6C6e0AIoSrNpb10JhAmybCUtrLrfqZ5OOgQo6bWd2KsH9ppvvlqZY7/Dpaz+mhvaVJvHSojD1zb+/3QDcpZderi4YqiBm+AS1hMQ0Y/YIjIn1UsV2ea/+4Y/3PhIWLxOQ1Bhs2bZdnRj6675EO4udaaEwRUUrX//qFy23sm//ftqE7lPj+S3h5Zfmhq2bt6kaviZMnTwhnHvWCcA5A2rtFEQI0FCZC+Dkemp6A45pVxWd4NJFEhsWiCTPDfu0U0KpkwVcyd3rUztEbF4I2yXku0e5mHSV8YRqZ2ZsbaRQXWwMHhXw92ryRMm2mPoBgKCwC0aoTfPWN69sbIy5ECNkcybZwQ4UBZCD0AapHeCp/D20v0oEti3MqmtsEii/43e/Cpeec04YPKCv2nYp56+6NgwfPU46mQLYYjpNL1CnwEbeWRj3A27b3D65jSnesHVnX/M26X8FnH2AkaNa0x5myOI6M1YnSV0g4rsXiYhUaMdbm7VBJEpEyzzGwdxJ8rP89Dnvz8Xss/hweaxsTPBhgAe+ktcBUfxMkSAfI/N1OTDnQMbH2gEaodw4zgUJqqg0UIg0+Trk2LCtJtWRvs/P38OXNjSOIYrOyUFPsb/LAzy3+xzfSB6tEQe5HBux+WLfm58nRrwwNk5sJdIpD9qcofMxjfOwMxG2Pw8YI2wO2vPnkOGZBGiLp8+HgjanBbtyiBzMGgTnQidUjVqPLlHqhnS1qMlTA7TZxVFqnK7HAIcswx6xAV7hAoiJ6Db1iLNBippLVKhZlJxK1QTwbOfHlMM5ObKXZ7DS8zSBIw0bBx+2zY6fJiBPkzMEW+asErt1QKSBUQwKP9jN6EMYQFgMo6NTiMh6HGK6cQqER/U5UoWY5Pa9sFHkrJgRi2J8dt56jTyl/Nj678UTqSvj0d09yd/k4mPnF7e/ZiA0AdxCuLVQJZgHPtmOIjl6l4go/s68Af2fGL6uQKkvZPvOlJPVaWHlTibbKaX779fv76cCEKcPO8BOt1XVe/wu3CZApuR/6Y3dc/ctYejwIeHEk2boXvY1nasGgSOAVjmhc+WlDe+jvpFlHeGhP99lCfKb1slZq3XR6sYe4dNf+YaFunBcFhYSr/DgHTeHAw8YEY5SIUOFpC1gyPamHBCATQ85wArpns167AFjpE477/IweMSB1kKN3C/WUG8BjCcevj9cetnFYadoE6pY9yiUCy7gGmLYitURw6PRMEfzYc/yPclnFM+7/eZQ2mz4XPGNGvc/bmLkcJVY7uMRAAAgAElEQVQov3HF0vDbn/9IQFYbJOWBUQRRLzBLqLZWLZmOVD/VrQorHiANueeVKD9cXSHGjjkwTDhonGxJR1izaqWSzlvC9ddcZgn/FTUDwjf//nths9oYkU9Gr86t0mz7+pc/oTZYB4cDRw0XaFGPVeXIEf5kLVJsUKuCkpUrY+Uo67mfNM74Cau3fv1665gQWbndVoxQpkrOJlUvWus8hSpff+Pd8PLsueHYow6Tpt5pCke2httu+0NYT0j0xusNJHqIle4IrcpnQweStlkwX3+67+GwUJpzx2rOvPvecit2oodxv/6DLMxIT9MqFaA07doWvv2Nr6qzw0AL5z7+xKzwyquvh2FiBU895bQwbdox4bZbbgpf+tyNGh9pZ8Ewce9kXGDUegokUtjRUCfNNo0BbaSIWix8Y25YpI3DqaccL8C4VZWWrWJ3z2DLK09VHTZsaZbeoOaD2MuM7bHZUah6M0cdYwGaDknegShqkhvi3sLCRQmHaPeYC1yrhfasslyi5gLf7uSx/2YnAaBW9Rxts/FvbFwoXBNrObR3qULgXwlTDp0UjjrmuDBUvUmbRf1VqjKWNBfWLaF5WGK3WW7j82s+5k11//gwG/pRbFfxMT7KZ8yGaVhN3JWuEqxJA2ypWjOBOap6iVjtUTEUOn+k8pQqdxFZEz5Fjpt3F8hvuFn7UdIpkSSW71a4T6776fa12N9kjGuKMDlgywgavpswaCp04zisPciV+Iigjfc4aLP7THpRykO3Wy674vJRPm7eFtJ9iEd68sUKBXtVENbNg/X8Z91fMCZUIvO+LEc3ifnyfs9fy6eEOGjLZpBHChMziH3NR6r8u5wB9PP8MNCWn6F50LafHWa6ONOWV9/1LzbHlox68Yd9grDztcngoriU+BO6BNjQCkqTzUIRCalZ+NGq2TTlAEQOSFM7lAK484T2yJYB2ljwlpuDKjOmgp1+MiC2AAi3UoXKzg/jY4KNcbi6AkMRxkUABwiLfRILLCAf9TZVvMbigJIm2RdjTy4d+SNxLOION2tgyxnq73LtNPmsN1Mm5OOl6IBbDG8GhNJ5eklyrDgTWLVwQxzn/OKKvxftBD7IQnHDE8uZ/+ng0+97fpflApp+2OJdDfC4u4cbifz45+eWXTdhkaJQZvHfH3RJzvx8yGVnLxcbVKqx4iP2bUUJ3vJCCN0wvCRMt9aF1p0bpMDfMwwZNirskLBq2z701GhuHfNNJo8fGWrEuP3pdz8Jb732kuVrNe6rCJd++mvqRyq2g2IatMrKJUch51sucPj8Uw+H9csWhY9dcXWoPWCiKlZTkYC+s4JNC8FMGYkF8+eFl55/Lpx97vlhvJplU2CwT8e44447wg2f+AvjiUkSJ/QZxTALo2Hri41Q542fOWMz2FkQq+sRzM85v48+X2zsU3gKwAto27p2Wfjh//2H0F/h0V0CCz00/02fTQ587JhRYYukTfbKqRPeOu2M0wXcnhUD2Sq9tkNMU3CH5DzGHXRgGHPgULFhB4ZBI8eGb3/3n5U/tst0G9E/3CIG82+//BfqE9wzTFDXgO36DAUFADTWiYEZSWBgoGHb+Acg4rXhw4dnrdnIC6P6sl5yHdaGSzaoVYCht1idxh3N4de/vcW6FFx7zXXhT/feE9avXqF8uyvDmNEHWM7XADWB37WrPlar1u8wW0NPzN///vdh+cpVdr9mqEH6k9Jsm/3yaxa2BnQY0NFEq+3bWyxKc7jo/JmaW1XhiSeeCE1i+WhLdapkRg4aP9Zyzn76nz9RtewNNhfJYyM/rkGNwDln66FM9EDO29qJyb701ti/O/8Ny3vcu3unQsq7NP79dS4Xm5xMaWX/sHaLGsbXqc0UBVNmRqIt8arEZCZSikdK4LZSQUBAUgjQBwmh0lDQIhmJ3SX1AwbOWiBpnlXofmQFUegEGpCIm2+LmJBXyHykWEObZ4psS8U0b1i9PPzqlz8PZ8w8L5x65nnW5YMc4xgpiYDE7fVHXf/FdqzYvxVvch0AFh8/s59F6+qjnId/RzkSNsqNtT7AYlD3IUabDkA0CYmPUSrKYJOxV2F5s/TMMUBx2m3hY6l+doKCt9j4pFw3t8EebvQcsg+zse6TPESY+VEnBnPRFgfs5udTmN3HwT/n5+XAKm4haQOIrmAE/EZmJCIkXmr0Ld6I3e0PP/M+00FgBKmxbV7eh+XtlkfH/PppX5dFAy3cF/14/jN2ry0Pz4tqCkDRNwXOrGVg0ReQDhSP1/VEYS3lH3n/1O3v985ZLewR2axih2wnXrQT9y/Ibjrl1rBWXYA2W8gCbfZayp/xG8Q1kZeWv8nGrqUbEscP9BsHCybOBi0hfBgLA4epZx5OycAa46ufXnLsDF536JU+krabNJq4UHEUe7HJKMEa2m4jljx3aJGw0/N8ChdhNIV4u0HR8dq5AWZTfh67a7seGdWCgGBBL8fH3id1vsKloOAfAY5PnuhQOxeGfBSjUQxcfEEVTx67V0n13F/7r4C2DzsXB20f9r6uvtsXVd7IdjV/u1sQ+ecjoCHGIOdji0h31Xa60SmQYN6rTMnSkvNoE7Co7a+WOWpBRYHAXjEVbZK2mCTGp0ytrG7+8ffD+0veVmPrMWFn677wpa9/N+yUWm8POS4qlffsEQiHmZW8SC8VKzzwx9+Gxoa6cOGV14dyMW7IfHBN3ooGgrDX/yPuPeD0PKqz71lJq63SrrSr3rssd+NewdgGjE23wZSEQCAvAZMASSCkvnz53oQQAiGhJRCc0HHDHdvYuBdsY9mSrN67tJJWq+1F+13/MzPPM8+9T1k5fL93+ZnVPuW+5545c841p1xHoaS9AkMPPfCAe+1rX+8WK9T389tuU47c5aoUVZgWhWftYfInLPPqJy76LGizJy5yIEvnJQvYiik/Euih9BhjfS/7XMf+He4bX1U4c/d2NTsXvQf7ReFHctpo/3TqScuNWHWCwnn33XePOMimqLBALagUfkTmb/z4x9yB/bvd8qXzlKPVbH0j/+oL/yBwpGbxmmtIZduPHHR/+VnlgYkuZIp6cw4p5HZMuW6ANSpEAWezFH7lh9f4Dl41fgid7t8v+hGFZHltvCgw6lXFeUxrUNdY5/YKAFIkMbWpxd11r7xe4oij/dMePc+71FD+onPk8ZHnsFPKfvrMWd6bwJ7HAOvU/u1vf0c5dNvd6y65UD1EX2/k4Ufk0vraN79nhQ7kTgJ0OgXOpk4TobDcqhMaBeSUZE7I+4rXXuEuvvBcdc2A207FJJrVm2++2U3Q99589dWiWDnuGkSBUS3etwP79liP1CaFX3uUixfzZQFta198XiTEWxU6f87mtWX6UlHE/J471qdFr2523eqNu120GeToWaoGUQAojkjqDwfvwahbDKSFggP4CI2t3VfR90lAOZB6fZfPAYIyxA5BIWfOk33TiSYejimSITzl9eKgQKyPn3i+TrqB4LUkB/Br//YN978+odZocsdhmDkE4Aon8Z6Ueg8kE9mPoaxgS1IdkdUlpZwSIz6XuWbu/QqgLYKmFJDEf/cJeC+epxC7bMSW7TtE89LkO6JInvsF5pYq9xLbuXfPQckMTAnewxgP64B05Nv2cvCIWXqO5IjIUYFuDDoufi6+l4KqrC5NgVEOxAWvagrqUttargAt6hOzcQG0kXOberbsIJnMtUWnQk51MV0eDwsR7OFYiZXkfD4dWwRsaTh9UCH6Ap1X8FcSJs4Q5Mdr5+XEC0K8X9aVQeuvrEz5v73clgJoxZ656sePbhpOJyZOWspyH7+YFf4ITrzU5KXXg6kAbKwU2Z/ELJ6e0EnkXPEJso2oNI9Y/XVj2DSSOOYRc/CM4fgnPErIRwtN/pvFnYOQeQ64/OaOzxLLl2MogHv59lqGKvMcbFJMeNnsWQBwAZz5UgtOjYVgjUeyDRvIha1eJwFtcZFST1EK3OL8Rxd0euJLN1qBWyVZ4XJKLBWeqFTsudlMIYzIs+cBdqF1L5CDDLlhRubzgjyKE2n6/FlBLnbdOOZS71V63eQ3FNaMo5DYckrocoGRUmWhCJSPC2BACuvGqL+jyFwnyyOyf89OC+kPk2OmfLReKd+TZ7e6tc8/6Z4Uh9sh0UGcfck1MtD1bseGNer/ebFrVIFCtwwkVYE2bnl0IM6t06li1YvPuZUvPmkNveepFU/PIJ4K+vfJQyG5MdJZ5a/BT3azQnQzp89Sf9OzLcdnIMlJ8scGPIQ+34gfI860G8Yj8kivm23fZInT9c0dzoIyzZ5Ue7p9s3iiIiSL/+bJh90tP/ye6xPJbpMqN2uVF0b4EcLXeoV1yP+q1cEFQthzzj1bXQnaLHQ5bcoM8zRddMG52utD7vRTl1rl57S5C93Hb/wTd1CcYrGN7MED+92HPvA2t1DeuLkKW3eoFRacZRQawEk2Y4YIivVA5HwB2PC0ETrld7Ny7Xifz+3fd1AAvMU+h5ftkDokdCm0Cf1HAwnw6kv67e/fbrQYH3z/dW7mlCbXq3yrBpX5WjhdP7XqK3pY12o70uVuVjuqtgOH3FvVo/Sis09ToQEtzpSjJaqSL371WwrBNrl2XZ8qUrxjPJ9xrSmsumheq3vnW66x6loq6ZE53qfAZfv27e4e8e995jN/GnLSJlmaBgUelC5YtSAdMggvCjj2yjM8IGqMob52gTBv2PfuVQh/nqpU5WUbV9eqvqPiadvfIbGQV4KWbRR7hSgFBxhPJE6+WohESKTMuGpe87pLqXx6Pfa4xAvkwRv8lz6xnfFYyFODJExKDpr/DF4RUzoGsvE8IrYUqnEg5wAF0LP+yWQexX6ihFNplwY9FPNrh/bi3v5Ut1m+WFHgVfq7o9VBlfQM85UWC0SdPlHcgVMnTbDnP6I9sm3X7pyneEAt9RbMn29zsEUUNAOanyp6Xms2jD9Pa0V+eNSBuX2quaDYw+YyOAxyzx087ulhLD3oxWuZ3o9qI4QD4zPGOY32OdUPJhdBz6SvZ8eYXQeAeFrFGe+VA0DmtCm+TtB3xZSNGIo1/tYkehO9eNG+FQDWwKuaVtFm75/awQi94h6Ird/S7xSXh9IGcDSArWBM339onYE2q5iMlBmmoDPM5+FbWeA2wtACVrR2MRnSeHtCArA9fBKOIdQRjYoPL+arFv3tLOOVne2r5szzk58S2/zmsreMC/vN5yJHDHxt3mWb907FD8UTh+ULBIAV0X866XGhUQ7eVRwoPrR5aPeBMHmnhg805TeEB3O+EMJqaD0KT7osRGFO75dfwHzYMz3VZBXJq6XWSNctC/BsjZNwdvaeJwLa4rUzeZlF5fr/BmijGpQfqhcN7BSANlG+0JFDVBbD1aI96BWVw+SJ8nqMdbvVFaG946jl2UxWP8uhw/tkTtSo+8kn3ZS5S9wZF19t192/caXbIBqP6Wr4vUxAi6bweF8GKDaQPBBOq1Gbqrbd693NP/uxO1P8bK9Xo/SefjweCl1RBSqaCvk0rKE9HpS1a9a6113xZlenPpYDUuR4B7l3zF2z9bJd4z2/vvDAH0Jsr4T8NpO/mOMWvMPZhckCuCjf8XcVYRsZ4AFxkB1Xk+/Vzz0h2oabBHrEgq9cs8mt06yKs0lVpNBNnHbqSW62+oru2blHRRmiMBDvHNxhc2fPd1u2bHFvu/ZaXafHLVYXiWXLlpmH4cZPf87tP9CpOSMdYaw7fKhNfTvf72ZMmWRFGw0KW/OcEOoC3Eg2nisiWZQ3r8WTPKCNQgMKT2IeFGFOABghSzOmVLxLD82UF6xb2OGb31ezePUQ/eD73ymvyAw3oFB4tSwaHjJ+BgUetulZfnbzHQoDNrjrr79eHkZ5wtTMvFrAizAtFe6PPfuSu/3uB5SPNEHh1wnKb/N8alQJjtX9PnjDW92pyxdK3uiXKeoQeZmqte5QwvQpF+6f/vHL7nOf/bx5s3gOlrO3V/l6youz9lCKHdaqpRavHz60X10+RKGxZ6v1pkQHTZjYqly/Fnl71Y1ioNrtPTbsduw/qqKZKXY4iWFRSwlBr/I/9gO5jHrOePDOhSOtQ4w+C2jTv6OeI3LBDzqVg63lCuMFCiGwccpLttyh4M2z/lrQiFheAvQeAD6RNJMaokpjn5BPDp/3qLF3hnTYGa+CoQHNIek5xUBbFjRk00jyOu/VgbaR1y+q0nwEJ5fX5cN/EcT1iBfypIXzDLxWKx9xv9IJjqnfKjmrwwK685XvSfrN9h07bR/gqfclA7QPw2UZWAuwL0GPpQdvy+UOkSjzbQUwFsduny1xWEtBW/EnG5lq4/WOB+6mW/Q7nyM9Mg0mXjcFUzm9ggPGmCW888A4XTNeOL6PDY6AmM9GB1Sqt7LOmvSaNgacMSFNp9i65myY2fHCnyxoi++mNtW/NhK0pc8z8vP+W9nXDQv84OH1Btrif3lU6ScrC9LSibb3QgFA3DixZDgKq3fX2rYvyC+LE5ernrDwIjxqYXFt4eMUJblvuUTq4I6MgAtAlQI33KoSSEs4DJWruefRKS7nIjUw6JFgDI+mLnNLvQiuZ2smGzoqWLiADcg9OY3YgS9/CrXr8RI9U4PA+bnzmyf+l8/JyIpDYdzelj3MTbqQBV638JlUrEoJQ7qOWeGw+yTimY43I7NFcx7tekFGK90/e73RCHL6nWLyWUpmR4xdqxfDoSafrE3Aq2NkyJBpM0L01OR0r5d6lRs1f84shW1q3M5t692alb92K5970r3x8teSWu12qp/j6Re8zrUrJEr+TY1oOTaq/dT6V1a5WQImp55zqTxpkiNdjIIW65OoBPwGsaZC7nvLj29yc+fOdedfdLkMfKPlupiXWp45wogbNmxU/9G3usMq/xsr4ud+PBR4l02d5wsOTF5MHvIKnddiKDjq6gjasnMWD1NxPfKHkSDFYU+I9cS8533KQSKMfLuY7V985hEjLR4SkJugggDA2KQWFQIorPWG17/WbVy/zi1asNA8BgDaa9Q2avu2Xe6+e+9xH1KSP/lhJy1bKPqP09y+tiPuU3/656L1ELmtGXCBAHke33fD29xUcbTNV1i6WsaJogNCnzWqLDz55JPNO0UINLav2i3vqG9jVWOvH5V3jh9royfDRusk9hJcWOiLOXNnKFR61O04eMzdevtdbsGsKe49171D5LgCHeTKCqzhEdqiUOhN//19VZnXuQ+8732qNJ4oUCiSW3n4JoiCg5xWaiJ3qX/ql//l6665dY7JHBWAE0UXAhjpUU7dlRedZeHXMdAQCXQ2qmhjUIC2V/mzExU2+9GPbndXXvlGPaMAnwom6KxQLUBGWyqqkgd6q5Rb16pct3Y7tD712GOqQH3MQqwUX0xtmene8pa3mJoeGFPrOlVQs30vxRDNHhQF3RKNNeuPLsZLhjfGHzzzxtgMnbYGoM3kE++hgT2fd4hmtI42hEmDLjSjKtBt1fkBK/ninPx1/SFUe5EK7uAp0ibwYdzQ0olfVHj7vLhSUYBwiE/CplGHpvqukq4opr8qfSfVM8wNns6YZ5Zej3aLvVr7xYsW2vvMy949+1yHQvXYLvIvAW379h8wGWJO8VzaPg4TmLXRcWzWF9ScDB5EZdMjYiSHHNjs+1nAk9Wb6d+54tfMPMfP5HKeA5jPAyD/icjfFp8j4oYYNs/anlQP+e94+xy/Hz8fX0sBVxxT+nyjWctC++3tcPwpBvltjDGwkZuXQjnNyWBmXrJzncpL7lkAbdk3PIDzgpGG5bLCTpI+p2cTInLbkoeJGziCuVjWG4Ut9+DBdWZoO0HoBupyACchoIUbKCgPDzCJ8QfKjWB0bZxUmAKOIpArECom3fsimHRb8JBcGxF3boFDg904F7weXvJhDk5F4SSQzk+EYEa2myQwph5Mf4+47HnPWk7gw5izGzMP+ArzELMLHoFx9nqlhDa9rp09EpCYbp5UXrKUMLl7JaAtuzHSjTTaTZM+24luuuy85P62EDfsaOh+wJknrzVvbSi59+EDLJNyqkj/IXNLYamZU1vdtJZ6t2HlE+65p35lQOG4igzmn3K+kZb2SVl3dHTKKALcBPba9ygn7UE3VXxtVBR2KpeiShxhvsURhG3yoAgUDnQfdPfe+XPdaJy7Sl4nqCbwNkwSSe3dd93rXveGN0rR+UMGIbK0QTKlCKlq4Ll8lmj+x3sT84cgvwPyp+P4SatkC6fcKAfZv82DIHBL9a2otuT06nB33/Yj9+LTj4moY8gdVfPvieoGsE/9UAFtM9XBYYIAzUQ9S/th352A0NpFl1zsdu/c5X6q9lyvv/xSeVC63RWXv87A62G1ivr6t//D+sHitSHvqmlig64zTrQh09x0cdkdk+EDnFkRgjxbhFv5m/w2uh5QKIBnE1AXT+Ld8mSZjtI6NTULWO7Yq+bz09VSTDloCtnOFBlvF5Quoty45dbb3To1Nv/w731QVa8z7bpTRKjbpnZK//1DNYpXePQD17/HqoHr5MljPgAv6AlyWicoP+5oR7f7hy99VR4TrZImqwoCcQEW4/STHpk7pdn96Sc/7mo0JkLGE0V1wVmS8GB93US3Zt12eZdq3YplC5TXJi8c/MmSS/IJqRgdVjWzNQ5XgQsUSmvEDfe/PqaODtOmum6R637mk592b3+b+uqqbADv7JHBRrd55xHNl3ICzWNmC54TFGs/RH5VPPAmOT0esHn9MChPs8mF3s8dhCERNioPaJbCoVf6FWAHybKvRPRekTz4gDcwAEDdl84P6HC/1wXlBF7wivs0Fg9GYCrAM5rT1cn444E/1VWp3oivV9I/WdCW/Xz8u9ThFCCGLPITi8mincBDPU5jxmO4ZPEi8/jgZNijynPyLleccoqlF+zYudOqly0ZPvSGjVks0Ralc2D2IhYIhTeKgTbeKgba7PUwl5UO3Wl4tehnw4HAR8Lz9iqa4/RwWLCOFBsGz1kKmlLQ5rGJl4kUV0R7mcUuWRtS7hnT98rJQPS0jZCLERitOGiLjQCiTGRluSho+94Da+Ixxz4flVoMlyL8thkDCIqTk/OkBU8bQmG9OZOYtvea+cGyUeMmzXOCUfYdk1ijwsBz4Bcs5ujEB7JFxHOgF/IP4+lBPPjxaanpwkb+tYJJCb0+YxN0QFe8nlEhmCSEEumgtCLwMkUfAQkuanL5zNNWSnn4ZcgLXni2Au9bXpyygpQFXrlPRleW5qPSxsoKRLopU0FOPxfHET1ucRwpeLN1LeL2teuM9Abnh17iVJYdS/p3KSVbTulmwW72+pZjGeUVg2BuNk9/YvTuyJJAOfQ1tfJYkKxtbcqQQwlBLe2s9m40QNehxHQanLfOmOeqlDDfi3FROKNfVuto+xF3eM8ueWOGRelwl/Kq1Prqqqt1eq5WIjfePJG80jcJORa4mKBek7f85AcKy+1QGPDj8pbUuFtvu9tddfW11N5ZGyUMYOQyyolCgYvYFwilOZO2v0uAtlIyEcFb+n4K4iAZ5oA3oCKNGiUG3nX7j9yTD/3C9R5VNaWkg+TxPs1fq0AuYHeqOO+g7Fi8cJFv5C5m+0kCQH1KvN68eaObO2u65bwtEQUIQHjJkqVqQTXLSG/RCH1qSr9Fnzss6o2prZMNtE3SNQE/VIsSauX3vHnzrJ0VexxPB/ps48aN6m3aYu8BFnmOLuUONagas0GdL8YriflYxxELnxrgoofxuGHXfvSYujL8q3pjXuzecNXlFk7FS/qNb/ybcuA63Yc/9EG3aLYSyjXCWtIhJFjkm1HlyXp19R5Xu61e9+3v3GQVkAB6AEit8iNNRlVMQDeMz954owCcaC2EWKoURqxW2LdHXxCEcatXb7FOEG9/82UiGlYuntqWkfPYrQpYKnMpvEIPtik02qgij9Wr1it5/49cq0LR4yQvn/z4H7orL7tE+ZftApvikWud73Yo5Iz3EhVmDa7TPcvr6PPQbSDVXxFMIVtypPn9gh6XkIwlUV76sD+AuQja8JJVixplbAB3hF/tmppoQt5WaRq43DA3xjAQOjTY3qdIiMID/XNcyHXDC0XVbPwp1AV5T1sxHRH1CTqg3PtZnZF+ln9ni3myuhg5i0Uw1os7hP3yylB6Ag42ycSypUtE1Nxtn9m6fZubKVoZ9vkg8gLx8JF2K7jx3isPgtEFVKbH9bHCD/Rv8HzGxuXxfrFgMB/FKh4exsgWsz0FKiaHQyym5L2xGWwSq/Pz8+bXK0am0rBuwdwlnZBS2zPSJvgiwiy4oaVXOdBWzNaka5u1N6XsT6X0pPx8FU5MvF4x0FZsHLn1Y8/8x70v2SxS9sqPVV5CsRFoJghhkJDq0818TpcvBpCSoJG7eZEAUzr5ZOLCfjN7r0BE1EbLQSVR4G7z1B0Gw+xzaZDQOHiCuzybt5CrPklOBEyEQbcYzrSrjuTpyQE0u2XgxcmtYmBA5pl1bSM7ZX6CbohC5hVdZGMGOIX7hIKMYgLvQUS+2jO3cGHus4uVgo5UaKKSNOEPnrrsteLjZEFgKqxFN2XBaZWIhN8UKRAeUdARwsNJ2lTuNun9RwMu+WKxMZcHbV5ppD/ITQo44nv+OiHEAN4OC8ordlgAhYQfK8XXx6e1TpEh9FWdyH2nPGj79+wXP9sxd7y7zSg/FghcUC1M1ecUeWzGyPADyKBUGEeITFXU0Dvs2LrO/eL+e2WkxsrD9Fr145xmYVX6LEKYSfUeSejjlBP1+CMPKrSqsKqoLy5RDtt4MfJj/OD8I9+IZOQoTjEtwQdKTWKLgLawnzKetpQ2ISuDuUKGsC4pYDP5CeExdjhj/vH3vu62bVwlcmBoPTxHFzxztJHavXO7WyLaj/379rqrrrrKOhUAaqdOm2I0F1QFAo7XrXlF3rRm41tbOH+Re+CXD7la5YHVKem/WyHkpfLQ9ct7NFEVlG0H97oVK5YrzLpB3GmzzRuH5wuvGlxssQcp3QIAbzUCQ5s3bw5eN4UURVsLfFIAACAASURBVHLcL+B4XB7DIYWt0Xd8z0i2NZae3nbTQt/87g/dToU4P6y2VV1a918+9CuFWevdu69/pwouakXZIfoOGV+42gBs/NBhoU/hrF//5iV39y9+Kc+oX+dxep0qYSkNVQyqIrb9qDx8Ne6y8852b1GD+n51hOgSkAP0bd222z308GNu564DyqNz7k9v/JDWvNfaXpHfZW2QtAh4LzuOHTZQhHfvsSeecX//D/8kaprj7rrrrlNHhbNVuUtXhUH30isb3GkXXOnWbN4t465iGuQveLViU/G4n6InJdUvMPPnKI4Ig3KwNVXvc6Mh34X7kucj9Mnf6AzAC9XzyM0A4U3dE28Za0JrQasSxKOm71SHClXzelOZq2cmv8+SzklTIe0mp0rDAauIp61AKSR/pKCt1GeKvR73R/xdCbRFfWZgDVsWUnPiPoLUG28hHUsA/LNnzbB56JEsUSlqeY/olcg3B+2N5rIXfaLVP3qsR5XMXTmO0XjYzB/YfCeb+BNBaqSoSJ0sBfo5yEPsYeqnlrAfto6lNfdIYs/8GmTnIy9PjCHJazMHqh9XrluC6ddQABfsaym7k9fn3qNbIJ+Ax+BMSm10eq0IctPXsnYn2t90XlL9yBgq5mrnCvXCsybeRj9h5cP42fQnu+cPfrVpOFZvRDcjGw/jY8iZ6gopZBMGCRzgzOdlAVJibhgeLv0duWMS0JQ1AqnHivfqdZq00FQGfHhhD2jZYP9I92K6qbKTGTdLFqWXAlNxgSJAMQCYVKxkrz9aMHQiQCV7WvBrmj9FpCDOFs92Tzi5VPBelRS8CvOaCneWadvGE0LYbE5TpsFdzfhGd9LJC7N/Jr+qPoQycs1jCCYvR14+q+hTGLyXlscluSVJNfaOs2MBImzWBTkOMpcLg5IUDkgLeWEQ2OqVucpfIyyFZwUyXfbYpi3brFOGcQoq122avDd14ssaI3m95/abXZcS8M8+/wJXq9BgQ+sM0XKIp00liLvUvgnlTD7OutWr3Ca1VDrnjBVu8bIVruu4QqXjGi2MZ5xhOjSQ8H73LT92x5RH9zsf+rix5RPOJEQ4KALaOugjjGDUn/cKHCUZ8J3ulfTf7ONUxlI559/pOsS5j3sr/h05oWoE2m765j+6fTs3q+8ovT+V1yXg0UEPUnkL8QbNVmUm3EzIEp6wZcuXyNOlilyFUM8880zjU8OIUTkJABuncBDcXR3KEZs/f77bJ462aVMnG+1GiyrvquWZmjN7uvLVpro1a9Yoj6zZgBp5YCcJpPAMgLjI2TZj2nS3U+Em8ob4gaB4ztz5bv/hDuWbTRMQCNQ8eq9TXikKJeYuWOKe+s0acbXd7s4/70K3UXl4TeqS8L73XmdeMSNAVZcMnq9XVC7N8vzt3LXXKEqe+/UL7lePPqJWaEvc9Te83/3kpypsOHhEOW2irhDQM/AtXTtW8rZC/HSf/MgHiRG6deJ5e+a5592O7VvN0zh/4RKFzXa6N11+iXkrjdBb3wXkIOOHVbVKvhtel07lvK2VbH3qTz7j3vm2t8urucS1KmcPol7A4ngVQ+w/0uPWbFSCu6qfac5OQZXtH7aH7aP8gbTgEBz2PPrYqw6fSUyYCINuMsPOwdNMVCJUkXoQ7PnE7HrSFSbHAh+p4YxOgyiXXifE0EZypA/tE3Mh2Qr6L8psTm+GTTCS5y0c6DIH6bi3sp/HY2gRpKhHjEsvfDoUUXArvInD1mcTBwgeN+UaTmqWh7fe5sMOggqJTpTcT1enDWwr+YR8rl+FKHhV+c8iQKyYACwUIDt278uFoHOEscH+ZvPesjYr3c/l9IM/5Hq7P/L3yG8W09t+3goBirdneR1fyqbGqJ5JWwipx3tk1z/KUrTfWX02crR5mfKfLaSPiZ8vZj/5fDFQVWoui78enz/xQOZk04fL0x9L57rpwXW6t89RSAELitMGFBB3fPiRVRz5hUgnMn4+Gu7sgsS/x0lpxoVIFyQ/2anvrfx0FANu6TeKIem4mYuh8CxISq8VnzW9ZqX7Fxt9JVCXgsz/CWhLlVXBOCuAtvR7qfKOz0Lz6lRu0jFmn634Zs7OihfeFCykc5CO3d9Xii3IKOJv90ChB+MRPU+easYbAO/d9eHv8WoAjgGhAs6qlWT0xirJ/LjyTObOmWFgg/Be26Gj8rCIpsMqP2VojQlcylefp3px3pyZ8qT1uL7uDnfn7bfYyffs888XvcJEd0zNzqkaJT8F+2PUChrFzs1r3W+U/3XGWWe6+cvONN43mr0TRqmT92HDurUkG7kVJ5+ikzdb0QNjQqnDSvInZFJFr9uQk5ad39HJo/csR8CbKsG4JywRHa9IAgvje3zeOokoRFczZsD95N+/4ta+9JwBTyokJ4q8tl9jPbB7rwhz57jrlcxPov+tt97qThbb/aUXXegefeJx97z6bAJCACMXiyJl/959btGiRQp3DrhGcXVBzbF3rzoZiLS4RiWGhBRpdzW5GUqRdlP+JNwb1YTGNGvWbCtGwOPGj1FvyCPaqzUEYFOB2aPQ5gyByLZDh9xY5Q62izS5tr7JenjOUtEC3HNt4m0bJ0O6Yetud+/9D2s9ONA697vve4c1MqcgoFeh2ykthHVrRM7bYXxkY8fVi+ftPvfErx5Vu7KL3eXK1RuSPn386ZfdAw8/qfWU4dU9x8vD1iWKGHps1uh6f/5HN7pdqky+5ed3WW7ea846zZ1/4QUmcy+++IJrndDoTj9ZXHcCdoRxkRfWoq9TVbQaJ8SrvfJKbdm+xX36M3/sPv7hjyqvslbAb471vB2rCtdueDrG1runnl/thkUBoqONAY3Ywsp6RgPc2DMcwghM4/mwtBWIcMOeMy5Lb1Rs37P1greEIi1+jDQXL5O1MgqVoMib9IYVJGjNycWL3WjyZKWeoT5tOVTKgFbSofF7xUBBKdCWPS6WA232fBBbcyBLQBt5gsbzqMNVr9In8OLjLW1QWLxVRSPV2jPxuQ8px5P8TXhNW5Qu0EJldJjXHTt26SAocKvr0UEHAFitPcC6RJ49m+vgcYpAwgpEMo6Hkof38qb1hN5N75G1kyPXcGQ+bbGbpfY5tUk8X9b+lBpsVh/6sXk5zb/nPYbF7Ht63VIA84Qmyt8pfGUkaEvHFcdj+OumB1+x6tF4AjquhS7wZiRuSi6SfjadhKj0+Uxq3NMEwWJGBJmKp6vYzsI/xejAWimhyE5evHdqoCLAKIfks8KSLmgxUFdcME58KbPfyG623N+j9LS92hGk85XOYZwXPE6lwEE5ZZpftziy1E9U6DLPbqI474AbEgy9dwCnY97raAaI/Jlw0o93yXnylB+TAyUYEYUwvWwLAuk0W6t8ptnKryLncvvO3QqTqU21jDKerVp5znqVN2VM/1LUPQqXTVOYjepEwjxH1bP0N8886XbKcJ6tfppTZqkn6JDUugAiJ2XzPpBDJBnvkcfnvrtvs4rUK1RkcET5TwDNw8pnW716tXvDtdcpX050H7qXgaaQoFtNSEWeCroE8NQpsM3N6Ci8bbG6OwfCyOELBpfXjPMoqhabvBAG0WcwCuxdQC1egYbxw+6mr/29275xjQHaao15UDxkUDgMqAXP4oWi4dCavPUt17pVq14Sp92T7vxzz1XFY48BtS/+45ccPUJ7FF5sFUg7T3O3eNlSd+ddd7u58xcYAe5seSH279vl6mS4Fi+cbUS90wS85qhogbDnggULBQCfNy8doc7ly5cbCJ4jZvmX1ad1nJLwzVMhuQXkNAjATda64bGAV69GIegaFQpMb23RM9CLdozbf+iwW3ry6e77P7rZPfXkc+6Siy9yZ562zJ0kio6v/vOX3VVXXCng1qdqv+mq5Ow2D9ptd9zrHlMF5zVXvE7Pdo7C6+ONr23nwR73nz/8mfUU7RBo5AeAi/GmiGG2vLaH5HGZPnWa+N7epHDyPMv1GtJ/B+WNfEYA993vfIfrUH4TXpvGJhHlam57BNqaVVAxCJDX9e5TCP43v/mNO+uMM5XGMizv5FR3xtlna62cq1NFb0/fWPfCqo2uVwUeaqZn+h9/reU05wqnfONv84pZukEAbdo7MSfJ5CHmfwbAltInEIMx2ZLopDnNaV4zc5C2XcJzyPsRdGTtTCrf5XRMdk8Uu06q04rpyGy0IAvyfJSI9BmqMD2bgB0Mw1zBgefNGftUVeIqoJmudIDI69kpD7IMsNreidRZBzDmFW/7VIG2SeIUJCpAnuZuHXqqFcrmDswNYVWrvNXEEibnJ3q8I/DNgra8DsxXC5+oXSh3MCy2FqMBbaX0VdTz6TWyXt/YojIFUcXs8kiZKcQX5UBbKRkrpnNPeD4Lzd6IrxcNj/4okOvmAEzCe2LGMnPRbCFCMZSbbg4zrFwn476OIA8BT0FbHvzlE/azT5JdlKxgjGazxmumpH75MeWpTtJ7ZdF1KeEopWSKLWg5AUs3WVaw4zNnumCcqMxU/Hw6l+k887qF0y3nJN/iI74e57LcicRfr/CkEQeUJqhG+YljiaerAVVgDsljgWfAxmCX8uFkMzzhlGnhUqs6y/P95efT81ENoPwgGCXn5ni/8pTqFVJqtuDPWvGM1dVPMK/GEK2mUNJ4FgRW+Cz3HVTFINWOdfIK4TnoOLTPPf34o27Xts3uyje+QWBAbOfwUdFFIf4GFGnsB/fvdI89eKcS709yS1acZq2V7rnj5+7N177dHZVxHSdPyZDuA2M+oVpktkaGzfZWEsYpp1BLLzQEsLHrByc0nygU97nlwFgOUVhj2qIzX/pODJcbTxigTdxZ3/jS37i92zea9wvS2mq+R1sirfMxvXZcQOpSVYvu37/XrVz5spqhnyIiYd/0/MDBg2rE/g7zdD360EOiSJmhrgOzrQLyqNpFDWswVnigTgh7lR/XrHwwcoCgQpm3YL6BNDxqsedivQAY12LtAWj33HuXdSKgAwLtgQC9p59+uhLzD2l9G5UbRLGDchKnTBOYVuWv8tOaFIq0/CwZxrUbtrofCXCdqsbrVypMOWvmVPPEbtu2RSBwvIVhJwvs/fyuO936TVvd6aetcJdfeJ7sbp9rFJHqceVh9avv55f/7TsKbQ0LtKm1lmQHj9pR9SL1hTGD7tzTT3XXvOFK19o8QZPv2wAeFxADoN+ra7/n3e92nSpuaRQ47BEoNm+OQrEAVYz5MAcPgU1A27H2YyrYmKqDRo1bumy5vGzyqzU0yfs71j2pkK+rFVFv8JbZ/QN4i/JinGpUVaNoYvoLh5yg063qVD+27zM5zbwOqPC70huSqOvz/F15nq1Uj0T9US78VM5oFtM7pQ6XWd2a7pXRgrbY+N23ayRP2gPcYeUxGojSvhpUHuaCBaow1lp0io9tl1q6DVqPVgiOdcDR2kBzgrd/eLhXJNBTFe5vsLlFbnfrYEGIeQztFPFuS/YoUog/0Zakz56do1IgqqIhOMEPVNJFOfuFLixzuIzjz+GTJL86tddZ25S1PyOH/z8HbSc4JUU/HtMRTuRaVTc/uaUAlkWjG8Oi+cnNcJCFySOHotQpn+/GfJk8GIs5E4H7R3F5v1nzXjweoBi6TV+LC52tfSkGrEbmQSUl66GpbiSHjAooKyzx9XQ+ym32+PlKMe8TQetZMOjHUgGqZ6Qhu2mLzXMxASoGhHktnuaiB7ac8I32XlklZEo/hF4MkIVTOPkwgz3yhlhxi6+g8/kvnnMt8ktZb0N5t6zNDvAhATomnxK+LssbGe+LZEgWlqeIHpPML73/+mS48cYB2vg8J2qA2gSFRqdMmeLWb9xg358jTxBKePuO3ca1dHDvNvfog79w5591hlu6YoUbGt/kuuTtgDiX+WPsxwdFTCtj+9Pvf9fNbG20E/d5l13j6puV/6UxE2qipy4y2q1xmExJV3vZKnTvF9sj5RUC5K2AX2vZbZ5FSwiH31DzNKj7RS+J9R2iqlDj6RdgNdJa+gdz4tc8kdN254//Q30vn7V+nnyuR2BsvnLRjhw6qNwcURvo34dFBQINAtdergKOpsmT3Ec+8hH3zK+fFQDaZmsIEQtAbsmyk4zEmJZWUGy0iJttxvQWN0mExhQ2zBaXFbxr5Kkx5hpx1xGOYuwzlAvGGHjddx/otqbqeLaOqiIUag06JiAXS5cs9y2vFIemjykAZs/eXa5e92nQ9bvkaW1Rztvdd/3C/Wbli+6PbvyEtaECzABQ8YB26RDxXz/4sVWpvvNt1yr5/zTlPkJ6q6R5zS+FCRQ1/PSOX7gnX1jrJihEhlfXN7GmA8Z4ee+Wuhv/4KOu89BuAUK8sYPqx3rQwCBh8Acf/pVCrZcb2KMdGuFaPG08M8/JvJLYDy0JcntEfH7kzJE7vFBzTU5bR4/uOVTvNu857HrlCZJP1BvOUEQVK/DzetiowW2dmVfjYgsRmBjyjPrO9mqiv81zhyzFqtEQwsvJlyijom7Je9/yOi3qlRPRHaUOzZVAm22A4DkbsWcSb6J/Lybeh/Qg6Rizcfb0/j/vlfN7BsLm8TVjBPSnmbd9r3Iee2V7qrQe/XjhtJ+pXq7WNQYE7sYo1aBfldKzdCgB1PdIP3UqDN+mMCo5nuS3mQec9QjALc5pJJOOwDjVp+k6ldcLr/7d0a6Vn680NDnynll7Hv+Ov81xEA6U6bMVA6cF14psD9n1TlggTmQGKoHUUteqNFdZmbU5u+WprXq9CFtxksuWAq44MfE7hEXK/aSgLa8E8qAstrJKe5+mwKjYiSldnBIFy7khRa9MvHcEktFDyPWjsojvRSWSfjd9xnQ+skKUnYtKi1JJMEoZ4TiGtKdZpWulm7eYAisFlONaF3s/gvxU8UZlkSa6vpp5KABXCWiLioqGysM6ncIOTq6HtVMy0Obz1dJnRErTajNytBifgTk8BDJsVmyAgVfLJYzlPBG3mnqWh2H9hs1GWWA5bfB3yetGb8TlyxZbmGr9pi0GDKhqBODV1Ks1kq4/Tp6SnvYD7smH7zdAt/zMc904hcaGBNpoi2a0Bih5gcQWEfb+5HvfclvFgP6hT/6FqEMaciFbABsePMr8jSUefjkSYU11e690pfUtJh9EQouBNsKH0csQ5xIbxGgtlJWjxPGhLXLa6uVp+9r/+bxrP7hblAVbrDvBgEAE8zCJJHkBUxqjj9dnyccCbFH1SDXm1CnT5VWbYaFUAGSTXmdcmzZtUiHAQgMstfJWAdrgaevrUmssgaEOVV7GvUyF6iGFMgFBcS8D3Agtz5kzJ8flFg8aeMYaJ/hepHgDd6mzwfTpMy0PjlDjK6+84lqmTjJQDm1Gpw4I3QqDfvc/b3JvetObjJIEuQMkbdy8yf34Jz8T8Gt073jbW8Xnpr6iIr4dUqirVZxr+1RBC/FvvTyxq9ZvdTfdeq+8uzoESF4A7nhPMPAz5FX8/Gc/7Q7v3qT3OgxoDipPjTE0qXk9lajHBGYvvugCA05j1RaNQwlhXESfPqwAuC55cgBwL7z4onkWmfuLLr7U8iZrmqa6Q51j3EsbtqvTxwSrHs3JT1L9bjozJ1fJISh42e3QITmMujWCtVR/x0OWtcMK30vtAHsnBRvx8/FAyN/lDoSv1liW1JUnBNqg9Ql8YmojZjbM9mLeJrI+1iOUnE91uJiu8De7aDP6RHsAou2xOiz0yOtarwPHsNZ6QIfB5qZ6yTbVwFXyIi8yEuh16zd5TxvV6CFfLbU/xeYifY1/v1o9MVrbkq7taL6TzR3MfqcYaEntfwSs0R5GWUn1f1FbF1klKoC2UvhjNM8Wx1nO9lWyi8XAZ9WtT241bV9qcooln8cB28QETrVotLNCMQLEBBd8HEwKutLNnhqgUsYo3rPY+ON3sqAtqzgwyFHQshsgK+TFxkR4r5hQjGbB/PVG7ylLBagYcBwx15lNWlzQRuYOFtvo6Vyn18mC4NzJOnhZi41ptAKfMwZWQesTnuP6QUgLeBqL4YADyvomkkxtGV7+FshmCN8YaIu5WiQIhzQA6B6MCUvhJUI49G+0ThpSxlxvgTxDOOYIm60Vk3+18p2Mp0vGFBqQ6Wp4DqB6Zd16qy6ltyjeOkJVzAVeMkIm1cd73f133upaFdI798ILXd94he30WQ4t4zTOcfK2PfH4YyKjbXKnnPEaGVNRgOCVkBfE//h8O3LoaL3UrbALAK5KRo9k7mIyWGrN0vnvEcDEqOApYiyxndF4mP9pbUcbOgG0GF6mQwSK0loc8RP4G3sEPlqbat03FR7dvW2D0XNgvI6oQpR1gkZjurjajigv65prrrb8M6g/du/aokT9yxTynCxeqlkCHOPd00895drVquqSSy5xTzzxlDVmnzp9hio+j1nT+akiyz3a3iZw1yMP3iEbJyS6AEFISKMi57mgAeF1Twkyy4AMTPNGdKqFHS+QxXrSPxbP1W55QBjv7Lnz1KS+XcS4IuSV6BFmpeXYeOW9/fint1pu0Xvf+14juT10pM391w9/ZGvwp5/6tMBWj7pDOIH6DgHNWhngBlV3ChgaAXmVO9o/7P7lP3+sNllVrhEOuQDY+kNz1auvvMxdevYK98qq56y4AgBNv1QKWXbtPSg6j8fdDe95lz1nX69n3O8V4S5ViTW61pAOMofVSeKFF15QaLnVeOyQ4NmS5WGFZ7fuPeymLz7Dvbhuq0CHOOkC8PJbJh/utL8T9RRrlnIgnjBpos9zOikSUvP9jA7KGtXoNedeForVT5qbVSx95UT0R6XPRvL1UdRj+T2W8cQYs4LNm+fn8wVOsPMFL5hy3UzW5JnuURu8U05aZm3f+nUA2LRluxUqkZMGOOsVZyD6a9kS9RRWruYheafxog7oEIMeY/37IcajFaKuGQml05QlO8jl0kKKk69HvVDKvlWas0rvl3I0FPteBG2VxpK1fVwrlcP0/ZjTlwK33L3D+uXAUFi/7PuVnjG+Xwl0VcRDmbSx7H3jvJjohUNP1S1PbLGOCPk3E64Uq/bJV5ZywTTcZwOKPeTC3bKDzFWjRTsa7pXb4MGQmuBnHoBrpdVE8YFKGahi14iLm343ulT9CS+/+OlCxAWvFN6MOVnFEHkpMFe4MH5iskKbAsj0GdINF0+l2WdM56HyGApBWynAVuyaccxxjqJbvtLpeLQbIl0zQBvXjQnLKDJrVK0PQVcAJxjgyAoJQl5bzlMEC7t0XRyfzRfeIoUnFojzi6bDm7ftlAFXNZ8MuLWeUXUWwK2R3DYlqrPOVCbCLeZzyvDezLZKLpTndjH6j9dJeVDUD1UCPOTbGY8aFl8pBGNUZdgo/PXsYw8YADrvsiusswH3okdumwAM1WOnqD9pp8ABjetpdYWyZouQE0YeHZ41cpsGBR6PQxVRArRVUhZRZuxahGmChwX6CrwrOdBG+DZUllsuW/CyRWAEoIh5q80Tqt3f/8UfucPK0cMI0igeozhNXiKARZ+M0hQIcVUBCpDCQzpO4cM9qgqdKy66fnmJAF+sY4NCibMF1jo6u9xm0V/UKw/LGr7LY0duEEG6hrpqt1IVlQsX+pZYePYAy4A1vG3ck24I0IiwTgAfwqH8NKuFVKdeb5ygEKeFqPutY8Ohg20aW4M6PCiPUHln9P/k+WCtJ0S7Z98Bt3rdBvfII0+5v/zrvxIFyS73rW99y01REcL73/9et1DeQrnG3AGtJxxwHZ3t5unrPKIG7pq7KVNnu18+/qz7+YOPCrTLa6KxjIe2Q5WkHCDolbpi0Rz30fe/QwTO3QYWY2WzgXVFsX/ww++7j/ze7xhYx5MzUQnrXT0dqjA8Jm9nrYC9c/t2H3Rf+cpX3Ic/+kGfpykgsWDJMs1ardLYZrhN+465tdv2CcSJ8kOgLXeINnWUHKUDKDcOxgDAcjod5Rk7zwSPmAc/+UNECiByeiqQm8f9nPWkxbFEucuNLVcgkU+kr2Q0K+qa2O86cfmMCnQECqycncjxgXpPm9dBKhiQzsDzSSoHlcYtAtAtOnhAxn5EeZoHRDWDEQLwIaOdoso5ScCOAiHav1FIZV1/4PgL3SSYX/Yiuiq2tYrPma5NatfTeYg2pFQkqeKcVfhApfkrWLMy+WzZ22R1WpTH6DiI+j2GS4s+XwK67fsRdEfsMSIMPrrZKIZdst98NbKaA5cBtNna3fF0cU9bNNIQhmaBW2qU04ksOIFlAFg2jFnuIaOwpYsSvSdZcJQFO1kAlCqaLOAptRyvZnJLXasUaCp2csiCs/h3CiCzoCr+PRqhKT7GPGgrttlKbcBScxTHGt9P8ypKnZZGsy1QgFEOI68gv4/LaADaLA8nMIPjMSlIkgeUxNyP4A7HmwYzPpiK0NQW5aARcrA+geSIKPG/Tl6fDvWiJDTVKoJd7o8iABBMoGm3NjwgBo6xXiWEV9HQWX0daYlG6FPHa3VN0MFDg8t7D6rchrWr3YGdm1Q5ebbIVZWvotPz/b940F3/7vcp30hFAaFvoJGJYpjxBJLDpmcc1Hv0rrTP6HXa4GhgJaew3GHCeLSAVXhLLMpKWzqfGB4LTOL+sbnHRuNpC1423mPuI2hrrKtyX/yrT7mjbXsslIynCtBGTo55NkmSF8jE6wZomz1jusJC7cYvxvqedPIK9/LKlyz/qlN5bKedcqoRE5MLdvjIMQMwRxT+BKxN1GeY13379lgBCPfYuxdutGoDauTDYdQYG2Fr/sZ4Qs8CcGMMB9sOG/A9JG/dOSpIoOqXEBUXhsiYnUF+IUYYwEk4t03AGq/rP33tG+4d77rOrXl5lcD2YfeeG66TF2WpOy4PLB5LvK3ck/6hO3ZuE1CdIlDV7Z55YbV7ec0Gd0CAlkpOZGbipMn6x1hRjnQYEGvS8/2fP/uk8voglBXljDxwjLNXc7hx8zZ35x13uL/9/GflVfNz3zq1RdQPg0ZPMkEFM/Wa253bd7mf/OQnNuYzzzzVwtCLVUnbP1Tt/vc/ftX97DdqygAAIABJREFUyd9+2a1cv928vWQQFhrSkTzvWT0W86nK6j34EBPKifxnIeMttAil9Ek0yKleifYhXi/9O6t/yumWYrYj0pbE79mhigrq0C+K6xudjfY7YNzrJDo40GNb1D4K77eoZRs6gqIYCgwsfcDyro4rvN4hwui5rl7UK+S8tUmeD6oQBmBta6lDDfmLHD7WyntfJ069XG/sHLCMoNhXmlfS26PRr6/2M1Evn+j3i613OQdD6UNoIc9a2keXMeU8u8GDnAdBgcQ3OKZytjcJlxaVjxK6NmuXsyA5ldXUzkfyYQjTi/3Ew3H0tBWAtlKTHkFbFkDEz+ergAoNR9w8sTdX9vop2Ei9SunrowFtKRBLxxg3cja8WwrkpOOrJFCVQF0WyFZSHMXeT41tMcObFQL+TgVy9JuoPLVKMcEtdu+skObWPyS0Z9+vNIcjx++VfARuEZTBzD1EMYyU6nh4nYIHjiT3GuWmRfnwuZd6Viu9l9dhnio9lSPF+/sPHHBHVJ1VI0+bJa7rVq3KnWqeoB6ZUqqQtc5RaClWIlrRCppaG3y7EuB943eV3cPSLu9Z7NaB909cF3Y98lD6aJ4tRV09ZtB17Nms8NdKd+bZ57nVaze48y66zDojkF+ER4XTtW1YQKWuWB2MxiCn7jAPppQqhMDLgTau0w+FCF68UMULuIIrahhSbTxueB6TqsBo1AiTGheeADE/zMnkphr3N5/5A3mV9luOGx4viIZ5j4IB5pEm2eSlYaAWzZ9n4dMeAaLZc+e4Sy+91HJ7Nm5ar96iot2Q52y/KkN9EUKHgVSqR89SI/mdWzdbqBTP55IlS9x6VfjiSWuRFw/gjceK+5HnBqiiuwJrO1UGEUUOaDymkChcaRjK3du2WgI4uWcnKVetW4jq4KEjFkplHo6oPRTfaRBp78G2dvfoU792z72w0i1evNS96+3vcDOntShvSfMpQmEKYpqaVWSgde8TR12fvHRtB/cr5+0WrX+NO0ftsE5Wheg/feVrWm91n6GbgkAZIWZaePUfO+T+5CO/6xapaT2VxCtXrXbPvbhShTDV7oknnzU6lN9RJ4YVyxfLuHtmfA4e1eJ8AyzA47dPHsFXVq81QHrlla9T5e5hEfQucG1Hutw/f/N77s+/8FX3a1F+DItGoiA8GuQpgqpSOqViUkcwfiP3eUjcz10gD97K6YSoT1I9lwVv5fTkaPVhFrRh3zhwkYIBjU3UJxxWeBLeY48Q7sTjvnDRfMmfpw9CNgcUCmec5D7Sk1axawN3C+YtNM8xMkluJXmV7IHxHBq1F9uPdtgBAU9q4U+WV6wwQlUa3Ix2Bk70c4W8ZlFHV7pKJRs7+u8XzkcWtJmOZCMmh4S0MDE7Xzli5DCAckCy2Bizz5X9fhZgw3zAj2/AWfjDd9FjXs4DdyL/vvMZ72mLP1Eo499pMnlckMIkfp+HUOyGXKtSby5cvsUfzAt7Op5in6u0Uf//zIkodsJJhbbYgpc7URabwxji471iCjTHFl5JyhMhzI77xAGUv1i560RwFRVrGgIppoBLDT+3vhkZtbBhABM25/Sqk2cLD5EBAiWvU8VHf0KSoEnE5ofTMTxISxYtlBdnrBn2w+K8qq5pMKCBbGO8TxY/2LCAHqHLrVu3KvzUJ4/bVFO0nLyPyYuEJ2msjOxx8vfGKTcIpxckvRhRfRewxg/PTi4K4U5O6XhtIFLtOnrE3fKzW9wpp53uzr34EoU9wX1KGtcpm5aKYwFvBqliRVqY9xDK5K9s25hiMpRdqyij7E5y2ohl5iqwqAyF7FSvMxcAoLjOeNgiWI6gDeNFaJLvT1Pl61/+8UfVirVDuWCNoRdop/jFDrr5Ar3tAk+EIesFyFrleTosQDFTv3eIBHc5LZY0X0vVOHuFyGMBZYRXAU0TBJS6BSS5fzfUGJqT/u6j5lGC1gPPGdWsyAqVn9yL71GJCtfd+SI5Rm/jdeIH8NUtot0aPdsudVggb+yQQFWLPF7k2U0X+KtTbiHhKzwejLdaMUeecba8elu27nS/eXmduNjucR/96Mfc4gXinxP8otoToM584Fmh6nS8kNzdd9/tnn3+BQt1f+C9H3CnqfPDePUH/Y+bfuCefu5Fo5Lpk9xQ0AAU6FNI9aPvk+du6WL77roNm9RjtNfNnjdfhMSnyWs2QSChw11wzlkWdgdY9A2OUQhZxR7wAGqejolh/yc/+qlCtu+3ysVjR9vcbBVjdGke/+ILX3Rf+OK3VYigUL9AAT1yK/2cqPGK16usn0Yaq3J6JVvclA2/FpP1cs9W7lBj+4v0A3JTpVOwJex9dAgeaQ6CRncD9Y7Cl3Pn+nSJQTgK9fq6tfKU1YkqyKJVVAmrq4dIuPeoDzEUMVSG1uhz1gFF5zvOZcputRZVyFid1tlsbc7749uFcYyLHRjgiStlh4o996vV9ZXkoxJYyX4/b8vKlyIUt3npd7zXMb+OhbnPnNVjoUu0Rd42edgzKL0Rf0wHckgu6h32nyq3D0oB0XJznm/zFe2pr85Hv/pCuQBKkzSuEaAtO7kF+Qth0NEg+wcorO4ZYZATA1Ns4UslgJbKz8tusgjsIrhLkzIjuOQz2byJSkI42vdTT1QcW/Z3VpFUAk2lTrflQNtoBKbYKexElXF6n/TZ4zOmYywG3CrNa6nxZEvDPdu454Yybjb9P8m8UCuw7vNkXFGmm8WX1SAWearwMM5H2g8ZwesSGUSMK16YDnFyWWeBcJoxoCTv3aL5c4y9n+KEVWvWSlkLAKLA5Y0yugX90LxawVdVAsozRihT16hGkepEbaqFvBYZfuZlrHgaOK0bH5yu+fwL6hygPXnmWWcpKV3AR8bb+jSGggaVGuQ8WUOw76OuaYTM84ajlmXwldF75Y2SwCwAkX6GXBvvQQBtMRzkueuomoXQ0xctGHDj8/qvX94FI7jUnFGI8LlPfMhVqXk8hobXqe4kZMS/m+TtqpXBq5Mn4nWXX+4Oyct2+opT3MMPPeg2qTDhUjU0P+O0U92zTz/uFi6YnwszTVHrqV888KC7/IrXK6dtougStivc6EOuBw/6alFCiIsXL7aTKeFRvHOs+Rzlym1Q2ynLUxRIgxpkmshNAVXd+t6U6dMsYX+FOMxmmTdwj8991FrQJ/TUU083OaOoAGONx+6A2lBt2LJDpL/3uTkCUteJ7HaMCkmaRQ+CvPTRGUOyxVztEu3Gv37j6xaKv/7697glCxdZBXKnumSsXLPe3fzzeyw8DmEztoIDRbU6csyaooILeRI3rd8g7+AUd86555lXj8pWQOojv/qle8/17xDlTafWQDxwTVMs1Nolb854hYGh/ODQcr4Iig/s18FEnsIzzjhD4fd+9yef+1v35a9/3z23eoNyI+sUci9+8M7u1dHoipF6qLwnvyB/roRySI1tal9sP4Q8t0p6pZLBLfV932dbeaRaz5N0kPN5Zr7X5TgOgKEJ/ODAsHXw0Ma3PUShDbmKlo8q3QJgo7/uGHSDANy6V+RNlid/noA0eovwGG2pjoiKZt/+NsvhhNoDneFBm//Pe0DlCiHHjVfCe1ldXGk+Uj1dzpEwmjXP2rfRzPVoQVul58hSHqXyZPZBoC3ey3RwyNElJ9rjgzzoQ5aowk7pvyrdv5LTqNz3DZckuf5+3jxNWr8OCFbwBaUSYIiuNLEeIOtpy96EC5RC0QyYC8eLFRtgQfVR0XhwtDilHe5ZkBPvUw7Bxs2de9DwwKMVwkqLVez9VKG8msWsBLyKbcysOzc7rlKbuRQwrCRk6fvx2sXGHec9Tf4vpmTjqqfrYgC8xEBGzHEA5FAdcCqmxRCko7Q74kDQLp4qcp0IobEZd+7aoZYyXca8b2OUcd68ZaspTTa83ZsKMF1vcvNE6w/I8WuDKD1qFUrDm2aFLIG3ikRjo2swZewVhH2f6+ApDojKPKYEQDlRGxAUgNi1x80Tb1MEnxgIyEgZ97gxSl6W642Tn8HS4EavwrNCBemrBG2F8u/DBhY6hgKFEYYCjbhWfD5lqI9EvHF9o0eOa0xprnP//IXPuUP7dlgobtOmDfIqKuRn5MADavXUIg/oPAM+L7/8svV13ShajT/65I3uZfVipUPCaaeepHy2IwbeHv3VQ+6qN73R6DYmiO4Cr9ly8Zj19RyDzdjGTBEJ3s9jorigqwIADg/dpEm+H+wLL7xo7Z8uVMUugI7+r7QJWrZsmZjpZ9rfixYtcZs3brGCBowtYfVahSWPCHAuXrpCoKlVIKxL4XRPbDwggLjnwBG3ZvUr7rEnH3Ef/N0PmMGeIpC1d/tWo4upksflV48+7u4QGe7ZZ73GveMt1xjAMAAs2obOrgHXrv+++o1/d2Pk5cVjeFTPjSHvExAbUGeF2Qq5XnD2We5kyepChdMG9axG/aLf//6977obbni3q5NRHyt73tkpahVJZZMAK7lxhNteevF5t0f5dMvlvQQszluknLvqBvfHn/1L96Wvfcf9Zu0W52omlgVt5XRsMeNc6fOj1auVrpOmveS8xOHiv00dn9vL2nPQxkDPsnHdOvPasl6TJNM98sL3yTuGTMEXuWXLppDnqfVWtTG5bRzWGifUGe0PRS19As/IHjmY5D6SG0tUoEHetTGiA8Iz71vUhbQOFSbZTwBt8PNZEZxAYgQucW6j7knXp9x8/jZAWzG7Uw685YBUBadOJXlJnzWCnhQfxDrHaIdIx406ju/StSXKC3KEpzQWP3KdSnJYaXzZa5Q/ROfTf7ArvmAygHNJgsk8fIDlQNtohD9W+MTPRldk9LKUCo/mr50HbeVOC9n3UtART1vpWAzFWvJnoft9NM80moXIfiZe9396/VIAqOSYivAKlQK5J7qxRiO0uc2Xya2KRj2CrKzXM6dgkkEVzF0A+OUODLZJAVoWwlBTZiGiIfEc9ctrNVf0DihWNi0gKYIccnww6nyeMNpxwqxCSWtVEVirSlGfdKxQG5WM4lSa0jJZodFe8Y7tVHhTnEuByiPKFhWljBEgZQDLXO/+oJMDgsBBBkATeEJhGuNxeXHMQ2XNo+Me8Inb5t2WLo4UCAA2ntNITQEEePROELSVllf87qHVUDiEDdGmSCDWbx1PfB0BbVwjW89wCuzu7bF5a2mudTf+3nsEJIYEfNQEXsChV1x2M0XX0SgvFPM+V96s6Wo7Bf8aHRIOKTz9JnWMmKVK3AMH1OhdoOXY0cPqdDDN8gkXiv4ARTWgeHGPaBCaBKSnCXThcdymEGq9EuxnTPdUHsaTJ+8WzeMJyRK+puAA44gXDg/VxIk+bIueosAEAtqmpknKE5smrxih0skqQhBBr4ofIOCtFacenyfHkUR/8t8ojOhUn9KNeoYHHrxf/GfnmRcFYtQGATJyJdduWOv+6/s3Kfw1XkS8H3cviy+NgotpKr5A3saMVehLxLZ3P/iIe/mVdapWVUstjV9uSgvZwNH1wd+5wV1wxsmuSt4zPLh9ekbGXS/P8c9uu8MtPWm5W67q5xqrMh605PiJTS0CE+KwYwyrX3TzZ7W43Tu2i+C3wbVMn+uq6qa4v/i7L7nP/fXfuQ079rr+MWpaX8bT9tswWieqTysBjKhTotMg7sUTHWs5XZ27luaVfw9K9haTUqF1oJfupg0brUUaKRXktTL3FMT4tkqDRjFDqB65JT8VYNXTK6Jp5a3Bmwe1yitr1onPUd5ZvU/REWDCaIw4BAqURUBi3rQTAG3pfGdBTSkbMJo1KmZXStnsYmtRDLBET9No7l9KhxWOK59SxevwcFp4O8ztoAFo72gyflYjZA/9cY1UvJBJo1yotNyYT0QW03SzeM2Y44anLR7qzd5F0FbOMOaFt7gnzAg3Q/w1CkgKqCoNPtsmK2fMM165YteMAhPfy56+4mLYw5ao+sgKePw7vV8KXrLXyX6ulGAVW+BU4MvNU5q3MWIT/hZAW7n5qbh+peLYumic/yywNwgQwhoYsMKfEE7JgbaRBS75z9O6yrd0Acjg4bCUTvjZ6Gggg2Y8ULqWtqMZ7y4lukfjDtAgeX2HPF5QX9SInZz+lnC+LZAXiORhFDCgbZ/CcHQ6IGwWXe6x2TN05pbDRpiD/Ao90thqz3TuT0tS2gq3oixoP8U1CeNCtkklqK8uUwK6QjAo/fEQkYqn3l8fBQ5g8/Pks0R9qIQwabEE1lIynV1nk+VcZwWjJA77BCMhBIpsWeGDPhQO+jFMnVtTKREMF+FAKD8+94kPG1UF7n08WxQeAJzwuNGSZ5HChDNErUHobrM8ccMCWRecf56amS83QPRLgSByAmvGj5VXYpYoNQ64yQJXEyZOFvXHVoGZdveHH/uImyPw16Xcr63bt1m7JrwgjAGgvnXrdrdC3SdihwBC4HhaAXGsPbluR9SV4bLLLlMO2x5VlMq7odyusVpb6F0ARczsRuWSzZg1Lwdgx4vMlyRzwNyhtqNuhihJ/vXr3xCNx2S1nXqdhbz7+8e4NevWuh/+5L/dRRee496qdlQQCiMzOxXWbZ6i1l4Cdr3dVW5S6yy3dqNaY918qwhvJ1nfWipn2w4dUOVyjTv/Nae5G655g+tqP5irVByvvLduUcJsV0ujdSJofc9115u8Hx9QmFQenK7OQSuYQRbb9m5x3e2ispE3rkadONq7VQQy9wz3uf/nS+6v/v7v3KZd+7WyEySDoT9mIjixOjRSIkQdmNXX5FaN5qdUCL9yzlv5q8fquqinShnZ0np6ZMNy/9mQjhCKl/Dk16rQY6HC4ZDfAt5k/s073aGq4J2iDEL20Dnk1qJz1q/faO3vAA54cMirhRt7ztxZpo/gaRuuqlOXCvU07ldnDumsunoV/ljXExWWKO8Nb7txodq9/A9pHN7Thq+tMN81na0soKqky8vNdKnvFgNio5GH+JkTAW2lAGKhXss6aQII0zShT/MFbB60MZXRTvE7+njiwSB97nLz92rmNt4jHX9OTkM1KXyk/OTyt+mucdez2zJoDMODIJh6zv3OhWNC0l8OvARyWruwJc7lexfG+HHc8MWMSbxuIVr2QyonEOkm9bHf/H1TkDNaAPlqwVixRNj0ObM5gcXmopKQp3l6KTC2f2ekvhQAL3aP0Xx2NJs1Xae4AbLzGT1Q8fV4OjbBRcqM5T+f/5KHcoU5Mel18QYdp62UwBFu7uMklepEepyye4Wq8GwAmBgTxKg7xaXG33E+OdWSIDxORtQgn2SI8Ae5S3B2USEKW//e/QcV3lMOizwsADJCmLFPoy7gCw8CR5zRkOjvcSLr7QkdFph7u6/2leW4oCgU5vQAz75tVaC2XyDSpOVNtbxL8LsBmgBXtI8KHjefwxcaU1dgBU3nq9i/xx733ujc4StJbDYPpcYVD0Pea+49gZHXjcR3axOmz05vaXSf+PD1blD5X7C47xX/GoBphnLISOanSm6KqDkwXvCtbd6wXo3cxcWmMOS8eXMMQOOthOj2wgvOtzX83n/+t1skfrFWNVB/4JcPu7dec6177PFHLIzaoLAr/UjJFwOwUc1KLhcArU6UCnjRuCZgnd+EodAT09XTkdy2ehlhchwh1H3nu95jBScNDY3yelVbscJRhRnrlUgO7UadXtu+a6cSyWdbe7QBkdqOU4eDF0RRctstN7sPfuB6Y63/8c/usKKIxUvmuTe/6Qo3R7l3mwTimiY0a44G1bpqguXfTWqaqfWsFTFvp/vHf/magTZSogfUuoiKW3qanrJ8gfv9G94h750IeTUWQB15gUcVCh4Wx9tX9L3Pf/bzOmQM6/My6wpB94oyBp3aKy/mxNrjbt+Ol5Ui0ObmLDjVNbTMd0O1s9yXVT36sU9/yq3esM0Nj58sOOC7MYww+KaEQfWE/P27WX0Q1Y9v2RQzHbO/CwtmCq9ROuctyl4xHZTqmXiAiK+lnuHS+gt7EZ85X5me/7wfF+FRjlBjNQf9ypGcO3uOhd3xmnPI2X+gzUBbtfjxGAeh/8k6fOD5pXoUDyc/kHFDHM2BxQ5r6oSwSfQtY6obzdPmqigIUms4UQ2R9zmkqtOYDxcNdGxO70Gbz23jO+m6ZG1mJU9bJdsT3x+NHSi8FuNL5aD4nQrNV/YAUFo20udMwU+kRzHRtRSVEF60/DX0KJEVOpVwMNXhUAfx+FNgf4o4I9IDhuUWJtgn+3TF8Ez+M4zFW7jo9RsZ4kenQhbvYXkYuk/LufPXO5TP63NwPMhScrFOEpwOjKgU161ObTSytZ8YJA6TYgo/8WLx73g9j1zzPDLxc+UFqTDHbcQJKVNKnnrXGF65xNRi9405R8VEqlAY8jCiQIAznq4sWKm0KSoh9NG8XwhkgkcmgOtK3/+fjq/Y94sJbPpa6nnzIUAazwNK8qScOVmx8Fw+yO49VyTi5s8ayKkXS2L+/VKQPcprG+/mCwjE1lV4yY6K1oNWReSOUKln5Ly4zgPvGP8mNwv5hVaBMQM6bOyB3Nd6oPJnyF+z8YR/x76FfN6qW/mchUnZLCA1DTL8jkbQVw9FZZUoqQCe4nVMCXE9OEBSmUvmoVC+S6cFpPJCWNeunTHaNps8a2Zv22eDbHl1EKqcFAZqnVTnPv2x97teecBmTJ1lTdAPtO21UGeHGpw3KCewr7PH8g3f9pY3WgeIk+VhQ+/c/vNb3Q3XX+dWqIp0584d1j0BT2iVvA0333KLW67G8puUd2YtpkQmu3fXbiMhxcNGL1PA2mLlbQHeKEQ4uG+/eZwmKieR11566SVfiCKWeUKlSBQyAJA8IMMLNUir6ETG6X54ULgPaw8QI++oX+GvCbpeA/lz8K+p68CBtkPq5NDqvvHtb7l5yuHbpnHT1eBdb3+bQsKTXJ28K7VqOj9VIVclMslzt841KeROnlOVwpJ79re7Xz+30m2QZ7B6wiR50Hrcof0qhJBXp5ViigZxqn3ujwW69ul7080LWwdvnbwwh0Q78p3vfMe9XfeaqJZHg0MqQJAXF89orfR13VCP27XhJbd/+2rr3Vo/ZZ5bdubFrmbyAnfgWL9rUBh17ebdrluetirlV1rYxcJJeIxDWys8vvSGpu1D6MwU9b2XNb8HOThCRAzgtmo9efZy+Zi6ru0xJCzYimhrosHidzxMpUDNH2pUKGNVm4TrqQL342MurC+uNkUNRTK6MYcBvL6AtiF5qPgc//MMAtgvL+uMb0AA155TCf323FpPrm/X1Z7ABloPWwy80hmgYZ3YWC/ZnSQvG3ubcR13W7fJWyaZEamH7aFuVZ5zWDwsoDxRBwBLIdA9q3XtWbNn2JyRr9Tefkyy1+sLXgDFlvYgfaS8B6ZV5zXPEWiHROY5pjAIYmv9j4fD1qDa5PFo7EPrxGJz4tfFDqchVYP3rTOD3jM9F7gr4ZEzGxrQk+mr8P3429Oe+PkchnA68GD6z/p58ykh+cpNxs56sD6AXOu6gqwETMCeRF7RMTFiQbQhjst/2DuBLIwZDpCR0sPeD7qI8eDJZxz2Wf32PXhrcp61+Ow+XKp7Sm9CD8Vc12ocPD+HqjGGc7AD/vpG7UJai6Iv0OvEeR2reSM1BqGvCsUNNrdh3nProe94XOULH3AK4FFlPvlh7DZ/oWAiwiuzOTBrWG9nwJ3kQt/tUYqHOiJsMtDGh+Om8qSl+QIEHpgwhxlL26x5YBAnLy5IFrTFz6bCEL9T7DXv4bPlSC+d+3f0LEXDkSLuUieyuLhxjOmFK4G2YoM4EdBWaq6y182O/UTAVvazJwoci050mRdPZGzF5jyN4cfNyDVNYWeAAkn+Bq6CzMXPmTHhsCOBtp6cpqCGlGQ+2Uhxtyqh3MCcPjdfxhzPCaHEo+I/OiqFmVNiIbyfU1BS+lYlKZ4ua+MUDivxmdMwj23SEh6IOH14ZXL/DqHT3J7QdzEqNkfmn8v/ZO9X0qFWNpE3D9yKgS9TQAG0mQcNPUHqXfLberQmf2f3nVdk3qC0Cjz8we++Xblt9dKKoi6QAenpPybvgYyp3q8Tce2UZhUjCOBcevG57t577hQNyBErIMCr9sADv7BQ6SRRfMDVdqF6ZS7Q2n3xi19Ub9fNptAJX5KLdpLAHZ6x2bNnulnKE4Pi45677nbnnHOOedoAdc8//7xxl9EO65gqhCerMf0chTS3bd9iCeEodUKpFEC8+93vtmKIWLByVKFdCih8jlyrcuQOmQE4IN648847z7x2kye1Kk+v0/3wpze7taoqRAH/8Y1/6BoF1I6rkIBwaovy6yzncqjPbVN/0no9W8u0Wcp52uZu+sFP3c4du9zSFae63Wo71S3gAE8bxTSdHcfc/NlT3O++563K86PVFHhMdBNKB6jWnmiZPMN9//vfF7htchcoDAvIAMxa3p7IeXtULXpgxwbXvnerJcjTGH7sxKlusGaKa56x0G3YvEv9RwVOxlGI4Cuh42Eju7+jLYh7z0BYiG7EaApzyQ/GmH3jAZYHRnzfSKLDXorAgc9b8ZDxHoZDDlXhGCvCQgGM+DxpH7oH3BVEdAgXmZdbExR0QawUxkthYBRrEuwWvwUFwkbzHg9eGy9PWSSJNt415a0B7KnMxTM2Rp/pFDEulDSWmwo41H/Qc2xSJXGtqj2h62APUwHMgQDwrdU0L/xAX7d5hHl9x659qlinyheaIDw/0MUIsAh406vW57rqwALIDWFRxmnzR69WQJs8dWbXwNP6PsY97s1UZ/n+tL7y2/Y7wIYqdoqc+C0QRsUkhRDMYXTcMIcRnPk8PQ+e4QAs8GwGBQj4s7klkqD7sW8sPzgc8AxIBwDmxyHQo/mJOp/DKzRHfIa1yAM2jql+jkyeEnoaS31Jrmmk6EGOI3CLY+D1XDpLiB5YFENVv1y3WnvVDh3xGXSwt8/HkKmBUy82HORI60l1oY07pL74zwQwHOSOfYEcGQdmkGPvYIo50P5ZODRGzzYFUcjfgFXfq9WegCiHz6rbBNqBQsIQAAAgAElEQVRSb1Uk00VIbJNKaduJRQvsQVuQ9wyoSjd6er3sho/fTn+XAhlZUGf3CF6GkS7x4gaqGGhKxxpBWylwVW5sXkJGunDT75QDVPH5SoGg0YKjgudJPCPFQXGxFXj1r41mjMXGFwWeU0d0DZe6lpFbhk0QlVDkTEJBks82QQnpeGe84lDJvYwxbPpcu10thE5aqsou5UlxotmzZ6+ITGkV5fnbkG/rhKDvEbrCAMXTaDozWVBpHoOYa1bGVV4g63kMZy9zYjMlFsBSVDr575QOEfjP5N8fCcyKs6XndnByAOM1H+HyOXns82J/p6dw+zehUXJwZMAm1I5xf3rjB50cRFI+9a5LnqMBGSJ6LtbT37O7x11x2eVuz+5dUkYdbtFitZ/SCZlq3pOWLZHXbJbbumWzAWxA0R4R3b5LOVu//vWv3SGFUMkXos0Va9UmuhBO8NC37BfXGmOZKTJe1mhKq4oYlL/Wr3H1ykvS3Nwsmo5DFjGYpPZVGAtCttHIEDrHK3dAJMsY5nrlJuFpW7Vqld2TNlh46VCqB/cdNBCEZ69Zr9Wq2m/D5i3uvwTALr/0EnflZeKEcxSasKhVrqez33L6ukRuW6uQZ5sIe595fqVbtW6zhTuvuPRCN0nv//SO+91BGfLqmkbf4kvLWiMS5ndf+3p31unLzWMHPUvH0S55Aca5F19aZ2BzhcKwV1/9enmWkW01G+9RqE4i1aGwL5WjTbXjlFNHV4VuV9c83U2YebJr65JHSKB632E1o1d4TjWpJhLp2kaA5r0sPhk/Gv/oiaMPL0Ya71eU22jY4qGI7zHfHnjJwxUoMszgytvlvXWEgSClDpuAIhgLC+WvG4Ea4MAXyQh8aP9iaI0XD3AY6BLi3uV9D1DoXiAgpr1tRpyDoRUgYZSRc9qz6d8CTr3KeeVwcZyiDnnKWuTxrMYrL8WxVbmQgBHyUidqjQi598uYdxzrcvsOqAeu1hdfi58njQm6Dj0CMgoIBOgZ+BHAqh6nAhA89HwGYKOQOuAJEMvf5CBipKtUHeqNO+tA1xUPUOlJnPPKMJeBRy6uYzxwRi8YHjG/Ft5rabmyZG7iXQog29tU00YeMDIuCyv6MfiDMXm2Hgsc15wAxvke+aAGjEkW0e8caJN+j14uXjeApDWI6zlWc2OHAI0LLkKoeviJAOuouCwREcMgBtL8tdnTyIvJp91f74eDfcxbi5EU7sWe8h5deeH0fR/h8Z5bkynNa8QU5L0OSCfkcpRt7saaHqAye71yXesa63RYnKbCqhnWiYfvcGCisIF1o+iKYhR0RctkHzVA/rapKAgv9OzZc/Ud0e1oz2IDAWXorOYmX/3dr7l4ec1qt0A9kGeK22/nzt2m87qhp7rzGZ/TFo1o3gx4EJSLOUdwEk72hp+CK7UYMIkKIM01i4ogvV8psJQarwLgFEJoeQSfZwpOjVH8dzHgUgy0xc+nv+PpLFVo2c8Vo9woB9qK3afca68WFMX5KwU6T3Qc6Vyk3x3N+MrdK5624nhTGYnzHg2GKQJjJg8ueQk7Aj9DXFt4avoFEvjs3v0HFJpTRSPKF5c0J3cpiwUL5xmzOeX0RwUKDh9SGI8SfL2HwfanUCX/Jiz/UX5zshXAWZzXGBotlmhdTH6ixyzOG03EU1lN5d6//upAW37ORyaKF4C7DIgsJ+vpvrVwF5oDz4i8IrRRmtQ43n36Dz/gGpWDhVECMPUqwZo8w17NN56LYSndM0UmfMYZK0Rou89tV19R66YgMDVTVaUYu6WqGMWbRqXvho2bxOh/pXVueEqN5En2huJjuwh5T1oqGhdN31GFR8lbu/zyy02x7lcOIp5SmsfPoeuCSHLhKFu7dq2U6BJRdawyeo8uEexOUhuxSOLLNeBtWyoOP35Ye8Kn0fChlLcoRAtwBCgwB+OleHeJUuaOOx9wV4lH7nXnn67KwjWqhp1vXTAYT41y37hGnX6vWvWKe+jRxwQQ6tzcebPcReeeJY6/YffdH93qtu1pEwjAszzkZk+f6ZoExM5UXttrLzrH6CIOH25zd997v4zbkApj2nVImaqilWH3h3/we7KlXfqvzzw26CTyrKg0HlCIenprk3XfmDlvkWuevcLtPqxeqkqA37Gv3Q2NVy9XedqidyY+d5RDQEQMOfHMzH1sVM44q8XzFj2t/nDlvXAYST7PaxRv8BMNefw3nkgjSg5emXgdgINRm5Dwb8bVG+0Isu0FcmC1AugPb5DJ7/WfjSASWaqhhzDflfxwrR55OgxAkusKaFE6RZU4EAeCx3mCjG+72pvNbJmiDh/NOYqVQekVOPeAkTgyhvuVwyngX6f1r5IQ7tZBsJtWdgBK/R1Bq9cl+XZe5sFSJIBOCV6uFNUScMpViutvQtxjhgm56v1h8fbpsOlDyXgb43P4auFOrfOExiYjCbd8TR1ciCYw93Wqhu/u6rWqVmTi8ccft4PQ61//evvcr371sPbNDoVoh93J8vYCHEC0rAeVr9u2bTHdeEhyd9ppp3lvrqqvkUOIhLfv8AU9HGi4Xi0dZaQLunRwmCyKHqO30TPyefgc5+kA1Cj5aRegIczHd6zVm+bo0UcfVcj/iHWeIeWBylr4DunhDOCxEKieqbvbP8/yZSvc86K0Ia1hnOaHsGP08DEevOxcm/d5nTZ3eOfZj43KO2xTdbmB7b1t1kbsggsusOcgTQdv1j6t5xlnnmYUPMjdurWbLF1inSrGeb6GiXVu2dKF7g3q4tKp4rUd8pjD/wh44zBFXisAjMrzaeKZ3L17r/U6pogJWcUxwKGzSfv6qFolzpql6vlDbeZlxEYg0xRMRWcF68ABl71RdVfoPerNQ0GApsClHBV2PiG1ELSVAgcxvy0qAX9qSBr+xobzJaqQUlBnQC3n2s7Hx1NDU8rrlDdi/l/lwGL8bDGgcqIg6H8KakbjhSsFEk90rNk5OtG/X82zRvAdx5oHbUlRQvD42jpr/U2QCZ/oBDRZSqRZNBC4utlUbdqAFBYMJY2szVNgin+MEsnnevc0MqjXhqwAgh6WB3wIIQn98z07XYYfk9sMaCsFZkc99yFXLt4jDQPzWj5Rtzh4AziU+il2YEll2++Dwu8XALqCcG4+dzU94JGQS/EE1RX9XUfcn3/q913tmCEl+ZNwr9BptS+WgQ5jSkurgNoh6+9ZK68cnrXxOqHjeePfU5XvtX/PblOwR7SOeDLmL1hoCozODRgmQBvKlQpbQNg0/fv0005xa9asMjARc0QaJ07wYQwZvi55+IgcUBUK6PjFPfdaiBODP0HX47oo9jPOON2oQgi1TtIhADmDiwuw1ilDCPBrk0Hn9XoVpXQIEB3pOKQq4Sr30potbqWqWP/mzz4uz6Fy+Q60uyUi7O1Ufl+HvDerpfSff+5l85SdtGKZe9ObrlJ4jJiRuk6IVuThJ550t91zv+ax3sh3J02YaATNQwqrfehD73e//MXd8haq0lVGAU44wrjwEd5+6y3u/e+9QQBOeXPaD8zVnr1quaW8uUYBii61FJsoupVeGb8GGZEu5XAd69U9G6e4TTsPub6x8ioET5vZgADi08OT5W0GvW2VzCGUZm3jCK9p7qK3K3pVokeNv6M3O0ZdovcOb08Mh1loSJ/lOjEsjRcNT5jlzIW8a8tzlCzFMQCYaA/nvVu+uCCG9QwsGWAKYTeBCD57WO2hoIXh/fajB93efaLz0XUw8jtVjXzOmWe5S8+/UCHtYQMJR2RUj2oNWRfzJWncx/tIZu9X26p5al+mcctI4w2hwTs5svD8YbjtWejWYXpljB0QmuSdtdZVB/ZqrL6XMTK9RfdGhuvVLWPXdnXo0Gtjx4jPT15TipdoiYZc7m87qMMlPXR7dG3vvTom8MYc4Kk6JjDSJ0BHOB0vUgx5cm0SMeIc9giEARqRKXKs0HdQYljruhB2NK+V5IqwLvulvoHWf0PK72vUvNLFQ9AXL6F56wS0BSzwSrLHKeICnBgg1Wt0pmlUNS1eTcJ+/A2o5N6sY430NnPL+rLPukUXxL/xevO7T9ERngdZnKCOJYDB+gaAoUQ/VFnGPsPIGvMau6CQx4w+4XCOHuhS+gEHQcjRkQfuYYBIG4AcV/RutQD/VEVveIbu7j7fVkwHsU49V/2EGhWZqH+1DnBNAnZrRL7OvQh3j9O8d0lubE4lCxNVhIRnnrHBGUrYk89CMu500OpTHqS1YyTSo2esU9QIzz/FUowZmWFs6Fn2ddWdT22RPBUet315aaEpiMbJwib2ZkhCTb6bGt4IpLh2dDvGa+QUgFmNWNUx0iOQjiBn3CE/sDhz3sNWYESKjKeYURsNaCtlDEsZ5GLXfDVAJnvfYtcoBU5HC1pPFJCVmsPsXJR63lKfKyYf/hp5kGK5lmxKyYqdprThrRm4TmKLVT7PSf6AErMPK9md/E7uxfv8h6hidOtkrDllTdQpa6Y2GgYOoz6ke2HkUHQGcgzc5b1f2efOetSyMp8FRVkZ9kApv9+s4bKp0vzr6fvFQJsZ1LADzftQxFuWlcXS8u7nOa31IkUi/p0ff2H6QXxuEri5NopaAQD313/2MYX21PKrBT4ymTjpJagu8HQe1+I0y7NFQ21oKObNnemWL1nqHnnkEet0wKmW9lL9Osleojy3F154XnlaaqCtEJWslBknDAsKtlrgefOmje7wwTZ37jmvcaerlyfhCIwkChGPSrWU7YwZs8XBt04hBg/WeY8wxKDeB8CRb4ZH73Q1jOe7dVKoGBm6KcAzh8xh5AiV4YEYL8OCPE2SF4Yq48My+j+/8153+msudj/84Q/d1VddpFy0WfIEeqoSKgkpWLjrrnss9P62t17nzjzjVIGDjerAME3Ac4MoIOa7Tr33v//+i65ZuWpUq5IADacf42OuejrlDTj/bHfKKSvk4Wk1yokOhY7uuvMeG/tSgYcpAr1kLePhGx6ocqteXilS3VlGBcK9a+ENs5Bcg+tR26vte466gVpVrY5RDhE5zCH/jOePHmbzGCnsR9I24V6rXiMXyEJpISwlZOUTq70s8V0MHeuFJxyDRbsmrg/QGycPG/s5hiyRHw5cFJqwJvw9uaXZEvrXrn3FAAueVz7PmnBfiloIL1Nk0azwUwTsE5UzuE+f2SOvGDaKNUVmpqmrBMAKYIbhbNEBAk6+7du3WoiKgxu+uwaB8TdccYVr0foSKiVEPl08g20Kz89USKtZBUp0OoCOw/gcFeJdIMJo0jQMnAjUdquCd4ye99777rPikqnymnKYPCKib2SPdcVr1aNQfK3AEPJ1RCGxdgEJk8HaRoEn74UbEJVLo8LbtNazggMpBNqjcdjs6ibMV21ABLoicuQstCnvfZ8BML92eJ1jOyTkl33Ae70CgdGLCqgBMDMWwI4//ATHjDlKzK2eS5Wiunl8jUKTA6pk1vw1qKOHT2uAUsmHIgEjdXoewoysHfMDAOE/xsla0wWGsCHhWPRxLDRBHlhTD6a8d3FAuoauNPzwHXr6yrFsYWXCpeh31tcKSNCR+i/Koc1J8BTHIgDmAW+kLzgS8FZItKcbz7C8gfIgIn+DykW1/SDx955l9fft15o04yXTs2n9lyxa7F5+abVFdvrU6QQexzoOrXCGCoSNB93Zvhi09AsmFtALCG4WxQ8/HCqPSJYBbc06tBpIJawP8NbneTa6uNSImqjq3me25LPUCCMR7giILZ7UmbSs8YmfST0RWQMWT2gRVKXXiaCLk1D2dM+9Uv4p+36S35AFbAWDS/4o5+34bYO2LFgpZcxLjbXS69nrlwNnvw3glpWBOL7fBggtkKXwR26tcnlWobpGG96MpYSXzyC8VIVCzlqjzXTayctMWjarVx/VPAOS1VY1BW+Rex6Z8TkwVUpk3+QNmgQfI9ZKToSu16bQGbxZ/jSar7CKORVZGcr+HQFTJb6hcuCWa8TcuHLrnJURD3jzrxb7bnlQaUdLu0DMYcvmso2Qy+ARj9dF2Rh1ChMgBf7l//fz7uDubW7h/EV2oj7a3S4j0C2jo84FUmotSt5vkncUIHKGGr+jiOjFuGPbVrdXHrdZM6ere8H54nyb6F7zmteYAUGpbtu5ywwalZiPPfaYKdJpqva85uqr1F1hpYVLTz75VF1np0IdF2lNa9zTv37WLVl8krweavQusN46ReBPp+uNG9cr7LrejMbUKdNkbBoMgBGOGC+viffmiTdNRgOqD4wi3i1ySqjO8/l0dUbvgMGgWGbdxm3uwQcfFIA8yworqBCF/2zX3sPua1/9Z+XszXannrzUXXTJ5b4rhhQylaxNes5dhNZk5L73g5+oOa441hQiGUeYSkYGozVfxRYXnH2Kmzd7uuVXHSGMoufn5L4KglYZqT07N7l3X/cueQ90eDfa9+PunrvvdFdc/jqrrqVl18zZs+V9m2yh1eNjJrgdh7rc0eOSfXk/WHeqZDFczDPryhwDuB59/Al3jtZinAwvlXaASsJWeHkxLITR+DytmphXQml0wwCgED5Dxjy74JC15BqjEGqHPE3w8vUQopb3COJkvHbsdQ+a5XHS+pDLxz6PHFvVAVDSlQLgSv9ZjKHPVfN9czlAsJ8wvgCEbnmkmuS54ODGdeoFKpArnhMjiyzTMeOZp590B1R1/I63vk1GV0UqKn5ZLdBWq3tQ0DJN4G2F2q5xDUKTdNo499xzTf/A1cdhksPfWAy7PHHP/eYF84r1CXx1KCyGFwzDX6Xx1SkpncpU+sga2NB3OwUSIfimX+mxDqV6kE+uvMaGeukwrU+jeA57dFCl3ZWWyfY+3jj2X5fSQdBftfK+AsgO6CBC/m6NwC2v92q+yPHkmU3X6T1AzPCwQoscEqw6UsiE/D7LOyRfLE9QPza87wGnLyCw8K7at/H8Hpwp70ueM191m/9+g56Jfc49OPD4/GGfS4hkRNAEsKzmMK45Ymz8jFXok70G2DTvqlaWtesWEwAe2HoV3RzXeNmz3J/rR68sY2SP+nwyD9jNARByH61TiwAn36uRjjiow9XQoOZG3+vRfKIThnUAZY9XDTFnvkVZteiYGidWS4581SrXAaxCCwXrFEfeRoWse9X1ArBKmshkkXN3HGsHnilnts4oj6AkmiX9wzUBpNYpR+Mj/GqYR+MY1FxzfTz7zP1xrW3Vfc9utUIEU9wYARzKnLrCovDlmNhX6CEI1X7hsx4t5r1vWe9XCgBzgA/3d0zkDt+N70XQlvPEGEt7YZeDeI/4ejQw6b1LgaHRgLY45mLXSI1wKSDDZ7Jzlr1WOWBZzEhnwVP2HukaxLkrAEkZF+qrBXjxe6XmqDxYyHuVcAmnsoZrLCbNggOs9ZMl2nJa1KlWOQ8xv2W9WiAtX7YoeMYUZpAijSc6PGlxjJagDHBbv95Oo575JoxBQC705M1dF6WFwYjM+aXmj+ubgUS55Kqei0tcOdCWG0scUwmhzT1PqOZM5T0rF9lLxHBw9NDlXenlc+aych75hXL71ECbFCxMJCLV/cKff8oNqZn5BIV4CDm1K2RKHg6gjTkih48E7RqtKZ61FctPMjLZDhWLNOrvSVKyJ59ykpTmMctBWScvGczzR+SFoO/j6aecbPlrvIfxffbpp9QIfaYpdrwkKE9yyCbJQ0eOSMvkKcqlWWjdFjDghGE3q80QXgSud/ZrzrPTLfltVIlKS5vix1sAcJgrwATfFjoR8GYVsPL6YCzJDwJUmZEQgFi1dp1b+eJL7i1vVy9SnYg3btnpHnniGTdVCnvJvEnunLNWGL0GRm+mAOcxeW/4d51CaR2610OPPaV+oBsF9jSZMlwAjS4lHp8qapNP/P57RQey13IwTd5IwJYCHxga4x5++JfujVdeakYBWhKr8hMoWPXSy5bTg//4mE74hGmamqeJlsKJQ3Cc+7Hy8OqnLXD9OtjwbMzXru07LAxI2Jow0p49+3x1dqBzsIRvAVvPU+WLVujgEPWQ0WnY/qn1nm5LrB+SJ8R7TDC0PtzUrbCqPGEyynidjCKCeRRwwyPmi4HyudaAALNToTAOrwzyBFAy3jToIWQj+Imt1sgPokoSb3bMxWNMeGioFmxT8cAckSefc855doDjGnfc/nN3zZuutsImQmiEqCCFniMZ4rqMC+PPODgovCwdNCyA0zJ5og4NJ+uwMdntEfBbtXqdqoEl84oCWFzKIlRV1m5tnMBQY73AhoAqHju8RhDsDsulCBVFjxaop0sFD3pt0sTxbkLwCPfIc8VuHSJxX9WlhxSug89x0uQmM/q05OO7vaHKkuptxkzRlXeu5HtvWjhZ3tG+XryRgCIfqiYkSa6hz02M3/NVp5ZnCFo0PeUpVCK3WUzrYH4tj1OH7AimAT3MF0OIHj3uhYzEwhD2IN/j+3jIAXJW/KDbAJqPSy44fJEWQ8U2utDzc6oLifYq4QbGzfxS9IHziWubN12Tz14m1M33OKTjKfb6FJoPnZV0T8KleC8HlK/Ifcg1rNHYKTQg1/GIOrQYrY5en6bewOOU+nFYoXOAIUAT0C3iQ/NET9LhlAc2cCk92Ci6GMvfk+eOdB72AZ7ciQJ3vkLUe/ShHGFcHGKsME6yaiFeY0vQGlAgCmhjEUqBh2iUSlJjFKmeTI0J17XEzxAm5TeCxH8gSKMUgKgwlJAjDNG9adQjVPfoGj5mns+niGAhC1pK2Lv/Ky/HscXfpYBi9ln8aSCy6edziYqBw5gInwLV6P0sBwhPBCyeyORlx1gOVLK2A1pjvxFC6bN1FvBerwi8+DfKHwOEYQYEWP6aDD2yghdkSMDBqsQkJ4xhu/JL2KgUFpB0TnXSThn7Qe5j5ZHe6xZzY9JnzALZNKk4JqVHoMVnY/5H/LfJfCYXLhY38KyxGs+DVX/iZcPyk7t+aBAc18nnxPj3jXQXAMSXgyGLFVnxwMVnvafb7x8Lv/o/zEAxPn/EIpfCA1iTw+DRjjLI6S4F/5ZIbdVfMXSiUIXGU6U8tv6uo+7PbvyIm9rc4A4rqbhJFBRTZk6Vkj2qtVEzbL1GmyrCnQut5Y8PkZyqkN+Z6jX6kMDHHbfe6q59y5vVgmmV5Z09+/xzBtpYQ7w+hLnotMAcouSjMdkjIt/XXnqZvDuHLVRCyNMnxmMUSawW6anuix6hgwJEp+SNEH5duXKl0THA37ZDeUUoyfvvv0/N4k+1CrGnn35aFZpXG1iMnga8gBhtPAx4sQCou1UA86/f/A937bXvdNNnznff/c/vuWXLF7uPfOgDbob6sh7Yv1seFe/hqdKk43HrlWeiTmNrkGf41vvud48/v0rzqdCo3qtVmLNHzzhd8/mpj31Qf4+RR2e6VR36nrECv/Kk3HbbLe5d73ybQq6bXWuLjImMf49knz3SrXw+vIcH1A922UmnupqGVu2BWstro53V/h4ZBlktgCjk0jwP0gJYnCigRe6V38OBz4z1D/sVHT5Ja8wa4H00sCtDHL0/rK2BBnngEBj2tVEfaM/yH9WuwmyWe4c89UIXAldXIFcE7GHoLKcp2CgKiZA/8pAadTAgL4r74hmqU3soZIMqUPQiaw+47OzsMjnLgTm9P16gFlLnt7zxGgsdDquicoO6dHCwm6YCj3POOEs6Y8AbZMl3Tbg27diGBbKGpWvGypt77y8fMZAJEx1pGmPlXYX8+FiXvFisocAf6UZHjrQb4TPV4lCANNRBN9EvcKbcJy1og55xWM9GOytC2Xt3H7DowsJ5M7QGh42bDY+NJakrn4v0NJLae3VAwlPZrojBBKUY4K2MOg7vGqFA1pM1JAGe36yXP/gKHHTThaHBOgP4kLjnqKPVltkggYX8AZ2qXp+mYBRBFKmY6vZ9Wvi+eS+DPjOuO6va9SFG8uKgOEIvo5tYE6/3fecXbIEdhEMuMdXFePuIj1OANk57lpw5QK7lQiKHjARvt9YZfQL4474UUiAL3CMWMeD5IneMnDGqMPO5e1T3CjAqNaJHnleOlr2cbEjHwRsooFVLWF86uUFryPUbxANKePho52Htk2abS+OyE2A7KHBHl5UGedEHFJpmHOP0fMw7+mOcZA2dZJ5RzRf/QR3DwZMUBJtH7Qn0XaTy6Ze3GM/6cQHxoqAtNbSjBW3/H2tvAqXndZXpnprnuVSaZ1m2bHmSLM9zYju2k3QS5gY6QBaQ5gIBclcWvbis7tsXmqGbIUCYOiSBEAhxcMhox44d2/Eg2ZYty7JsDaV5LtU8j7rPs8//yYVbwYFFeXlJqqr//7/vfOfs4d3vfvd3c865Tbc0iiGcSOaiFRCm/BUPZRERmykXcg4+EB1CsdHmB37z//6vCSr+vX/3uyFNF/qctwYDbw3iLoTGFPdZOPP5woYRLMgxKTn0t6JsRSB3oUDqQtf33dAxf/ftkKLvtq4Xes/5e0WpCBGtbEgoyYQMh4TTUkhhcFESJtSpOqVAZyRq4t6U6mYWIyFddfARvq+jiX1X0tKx26jQ5JozUDMeVETV/WjgdF6rLN/FfOS5CCCLPZwDrRzs/TOCdmmNzq91IIb5HopApyBaF0lM1gEqzRjlsBbvJ0xelIjivHAv/ltn5mG3LCXHKgdo+XxpXDX4ZqT+qdSAszKL/anzc1D6GcZCLYRL1UkmaBeXr9fI+r+/I5er6FgK4VlI+j4fz2cI284LiDSCOhKRtoZGjPzMWPrGA3+XmiDYG7R1LSIQQLIg9jDXpTSIDtqGkEaCbx2iWbLObhHB2MpVy9JTjz+OWGxjWkvXp/dl+7sjqXTMfrZBu+iHnWc+08PosRk8+QyV1rji8o3xfl6v73+YmbHuJ0uf/r6vU6vN/fPaa6+lK66+KpyWAaDInc7HIEPek8iJ+pTqwRXBg9l2Ma6o4FGJUin9UI2h/srXvgnS0gv3pZ7r3pDuvOMGdNsq09F9ewk8GYFUQnl1/BFIW+5hXbbTsbZt56vpKOOxupYsCw6SDX8AACAASURBVCelREps1unx9NM/+n20/y+KjjShgUqQPNfe0tbjrNkG0MnFcN0ceWXQNgUyra0wQL14/VoQLZwaCEN5DYgXwr7jU2Xp//3dP07DTGWYVc3fTljLo3bFlhoNAlWTh4ZzDMfDHgy5DO5VR2MDgh3b7o/CgSrC7loaRBXabXGm2J++XsczzMQHn4+8QlGMnGRmzmSUZvkM17sI6nMjUUYiHLT+plMXic8BiXakhuceKAVBQSDLLN04AZultSjhG3yKeJVEWxdAo7idsqhfO9/YDcWCbj0Cg2oCJKU+NtBI4j2Msh96SAYs+Q7CTavnd94DGieisu3V19Jre/YG704B3Sqey9Awz83nx3MV0asInpjlvvLQINSeTfOeHQg/W+4aRvLGcn4NdmySszQEwjc6pPxFM/zbdmbxQoDH6Xv/PTjyRLfv8HCW28Bagp7yPHn/egIVG05sShAtlTQ/AI9OBC6CBYNVSreiNwYYkvANNmwgEFXTnuQEtKQJp00zYWbdoguYkn+2j6WEEFQ1xIIJrsz1iipHlFdLDYbat3he/CXslQT/aCbJFb0YB0bQK0/Q13mNft4ISLsInWhc4R98tu6PLOWRJUamCPwLkCIC0RIiVdhhfy/eNxpifB51/FnSoY3O/ex3FDX23OeGFrizBFv6oEqaLaq5DhPLLZuujqDb61a8+6FHHiKgzFzO4JHyV6/FgFEem0h4jPJjDxmcG/DXMylHDmXohrrerL/NTz4jmw4M1Gx0iKCW35e7G+VZ1s3kq0JdwrcibW91zvP/HZF36XAVTvqtnLQLBRA5480ZexGARQsrBmIh3RkuWhHEGbQFsmLucj6rV7E5Iw2Fw/9eg7a3Q5QuxEWaH+T8a4Ky7xa4FN9/69rE/cgjLDn4IqAt/l0EEG+2g+cOnwIVid8vdUkWa+Ofbw3SLnRdb7cub3cv8+/pX/Ne/2egmpG14l7NvKKjsbgv+TD8099ZgiZONQdePltM67CLi2zUQy1TVKOp8dTRuof8viicHByvcd9+uDc6IkpUErLjc/08O5tKSJPXUTgt17fYu/PRtrwnikHDGSGcH4gWAV5uhJg3QL5k/PzcAhkLUd2457y/LT0Ff8eusNJ0BsnWIkenes4EomHLusa0ta0jnYKHoYNuxBnWinLwvT3wipZAfpbE7Zf3oZGQ+GpGqpFdvWI1HI7ToR0mT8v2er/kceRnkc+swYMOtEiqin2Wn1nufPM1QUoeH04P/ePfMaqqOfVSemojSKyFRO39jcERycgRA+R5jiJN8p2UzzADbyEI3bT5yjSM0Xpt96vpcgIe10QnqqM3YCukIQwez5w8Fcb1cjo+n372GRocWsJAyoUzQNu8aVMMkvd7XqPCs8fhzNXj2DsR2dWp6ABeeuW1cHgG9gb/OaigbFlSWBfd9fq9/2yAMx8qn1URSwn8BMlIZzQ0tqUD3UfTX33m05DTV6QP/cSPpXIcUjNBoUGnXayVGHNRjaMHDmH/ICJ3LMb4PwLPbm+6/uYbeZ96Sm6vB+F6kDKQvKwqUMy1yxYyZ/S9dEvD0VFF3+Zp0ROeQjfooCW5LZs38f2JdBitu4Y6OD5c4zPPPJne/Z57YwRTC3tjjjMzRQlnrrwx/a8/+Uzqn61N/eMiMll/S6dhOdCvQu5ABxo/L2l1+rz9dzhpAhy77QyQI/HCcgeyicOJ58XaRPAHChKoG0GU65yTHoIzkUCCKkuZfrZyGNGdy3qPjFOG5Py7d8+JrPJvOZEmE8EtspHITk3WKDhdpaqMZ8uA0OuTM+gqGUj6mU0E1ocod7e2tvNeTelmhInr4EU98dR3OA9nQ4rFElUVe1X/5LN2T/inZWCDwQ4QyHfecSdlr6r05LYX06u790TyFaR3uGxWpezcjGsE0WOj5NIcNscymwKrCk43wfUSvQnZI34/BF5Z41H2I+AO9zTCmDfH6eUuVpOFIdZvGO2/CqRWegnILNE1sNaW50R8RlgHJW4MKOvZd4pCN4DMGcy4PpXRTSpPOOu1ha0JlDDz/eZzawtkLvZZqZs0kP5A2sJKxLMq/FNhG8LHc7PZf5ema5REZJX8CX+BHZKvaFLi5/o9n3ORFPfQGer+c8/l681cx2ISjkGn57eoVLjWEVhSKg/QhzNSJMdh052AwPX4uhw05qR+BlQ7yr7oGDZgq3wuJiKzdt9yzeBjaDs2pg+87z1Zy82pbtjEg4ePp8ceewxElT3KHvda3MMxwrCUnHhOXC/3bRcJgmegBZTv5KnjIT1V3wCv9PiJ6DjWrthYE7QHrt8AsoZ7kfvmOodECLYrGr8efv4Q65URgfnBQumpnP9+8fMLBW3Fz96KJPn986UuF66EThSL6YLbzeeQbg9Fhkbzw3DTFYhGbI/SgfTvRWQ9vxQ0/3qLv38vwcS/RCD/9wh+5gd9Fwpo3xzSna/67VCxYlOfP0glLtVbX/fWYPNCz+ZCa/bW773dGn4va/TW+5r/noWAYZQPSyKOGjf3isrwxTM2pllFCcvPk+Bsu7cow5SGEZ5RcF34/Rm1oSy7UK5y4Lib3TZ/O0QtG2gcpyLLLHVLzdtX3+1eirUu1LXz9WdkwODGryIpKQI+36v4e4GgGYQF18ODjecuyghyMeSkHDt+JAyJDn4vnZEGSxorRWpFkUQQDDAs7YR75NqHLK8EXyaXLUV/chdkXTgq/5zg9QpP+vfcAZk7a8dwxpOloEsjUoMR1dEX2nnykMyIx0ECCvSykAvwDI/jSORlaSjttLJ79JEvfxF9MVAgrquWEotBWwROOBpL12obHTiwL5A1AzZRU9G2AQjbmzZfHUGbHVZ3v+POQNC8d9dj48aN5x2HXDSdZi/dwspz6Lgt5ykVIifr9ttvB50YCWfrc1A3yWy1EYNpx183AdKmqy/HydE5yV6ooRFhN9wkdfwMDrUvL2zdFl2Z7kvXzEDR7/cijttBKVGkro57k4jt60/3QTRv6SQorkxfZOzWHOq49951Z2qWGySiRNmsic+b1EnBiWmkrLmfJOIfvvil0BW8/rpr0rspCx9Gz+n3P/4Jkoua1EynYgNZe3/fmbTpsovST/74jzBRoimEiiswiPJextgPe7v3R+D6kY98JP3KL/9i+uxnvpzWrqT0S4Cnyn5zC40WnAef3S999GNp/cZN6djZ8fQ7f/zpNHyuAfStMUq/gQTikOUEGVj5zBWE9XXy5QL5AumcIMA3aTCIsGzn3nWvuU5NvM7f11kHP0nUj+8Hz47gXP5OnB+CMWURxkE05HFZTvKsRlLKtfrMTWC0DyKnpjSKuc4SbFjmthwY9Ad+Lom8oaYpqjIGgiY48oV0+iK7ct7sdnQvGNwo3WAjgd22t992XXDrPKtPPfU0e2+c9yNY4FrkOSk94TUZeDu9o5ESmjpnonqTONuHKI8qBxJJHWsxBhfNjk5LzX5eNffsPtRmqRVncCuVQ3/XAmewHCTauckmYqeQADHY7ePe2ppAwnlNPWfSpo169pivFb2bhHM10D8a47BqQXEref0oYEcrHbEGr5MiSZFoQFOQ9+Z+KSGm7uEQtC4h6jE2i2ekzTVwcN2V3pix81eQV1071ZqlMWG5TJoNagN15TvF+QgyP+tlGXCMgMN7LbqJQ2S4BExo/wzSfXZR4iTQ8RzZ4RoCxCCBcvQseZoUtVDyDTkZ3iMaNjjXmQ+JHcX2KqzuPWnzbDTyXIpQ+jl2Bht4ttK8FEkXZWvX3RJqBPYEYBPo5WkDqhy9xlmxU/cc12EXe1hZ7N/VdKbfdON1wYv9/Bf+IcruqYy9ypqIWrrvGgjAApUt2Vw/Vy07z5Cl5kFkW9zH6on6Po7yC5qBBWN8UU784TxiK4smkAYaFlyjUQJDy6T+jna87BvMHo3I+HzQVoz4eNN9z3ey53WhSl1kIm3f7cvXFUhFEWgVCFmuf5NFs5h9GOxC3dibjW4PyZSlunsEbyFDMq9kVvr7vzVYK143f4blhYKmfykoebuApni/+UiK3yteF2shqdwSYAmReTNIyUhOEbj69wJpKFCfojw6fw3eLuj7XgK1+df4vf7+hdaueJ8CxZqfHJxHtgg2CsVtv6fzbcDIRjs4ptoDOwo6o5FYzNBwnYnvI5oSKKWyCFE8yVwIpQDadGzsLR2G+0kV+n4O8znKCjqEWHey26JFv7jH+WtfGJmi6aF4PsUYneKZFaN2LvRa33c+PUDIXIMZLeAc+BGCIQ+psgIaLYPNERxZ4eTkSflV8EQ8I3b3qaJuxly07BdBZewXXmLwYsacM8s84SGXFPL1uKYTds+JYESThhk4wRrBxCTIh46jks8224vZgayl11AEgUVAqsEdxLF4jnXIVZSnH/2nLzLgHAOO8a3BAPbDx/GagXjiuY4zTL6V5zNCsGdHlcGCzqiGZ7UU0v9iAiIbEy675OK4fh2ywYH3YPnAL5+9e0Hukk5p7UXr0iHQJfeMM06v2Hh5rKuvs0NLTTNlRa655hoCtj1xrYsRvPQ+O+ne0rD6e3axGhwWHBiRH5NIOVoLFi4uDQE/ltYh6muw6TpL3Dagy2UWnBkP4OsI4H7r6efSr/2Xj6W6CsjrEswnceA43jlHRvHvF198Pgbf23155513pqvg9IkyzTJT8rd+9w/SKBMLprGxks87WKcyZon+wod/mkHwfQS8XZFxv/zyjnDwo2TyI/AJLat869tPhLo+QmKBVmr42QmU/CBwU2a76sot6UP/+aOpf7o2/fKv/3ZMRCCyCH6XQU6gZQRn7hX3jgGP+2sCvTj3hJ5cZEYJD39X3lWMGTJa4kvU1u97tkJctYQgn6cXsO+LsrKNDmeZ0dlAcOk+k8sVaygpnEDP/92rvncmkhOY0EzhPpglcJHz5KQHy52EpEEfsBPY5zlKWd3rb8PpbyYZWBS2ozEcruXHZ5/ZGrpny1cvi+aWGpAXk4RnnnlODQk4bgRSJC0HmC3a2tia2nHKa1euDu6j6zFO8L+D8vobe7tTFTZn2nFIrI3LEPOB+ZLILiXAwFK2qAlewedzbxlcOBzeZNNAOHczijrBVxvIIIZnRPFWz5qvVTrELtQzp0FEIbFHQMM58HwrXxHBT4lS5Fp6JiLIiSaAigh41ZcrLyF8Plf1FO1ULubPupelIYz7feyVNlP7oMv3+9qJopLRCmpdgDHeswGRSV/M61T0ttT563XEtYAU+qxjP4TmX5ZnqgdpHxwiMZD7ZaMGz8qzZXnUKoCf5/8S9+Pvdkk7AURUjH3g55hwuQ6W+a0gmPwpoK598WuqxJXztVECVUcNu2RzmnulibPShA7dQH8PwS9cTqK6RjQUr8QmbLnmqkiqn3jqiUDGKJpmrmNtqQIYNBNK8BasCZprPes2cYcNBnHm+vRd9QT9ro3+yeanPG2lPfaUCN55RJG3jVFqQR3g01gjA1L//HcP2i6EJsVhFoYtlTsLByhp1Vl7ZkY6qFyOyuWiEObky+g/ODbcxHxk7a2BUOF4v5dAan4g8tagrfhZcR8XCtrmf8bbIU0X+t35QVvBGSyCmOL9ioNwPriZFwAU/LYICkqcjvm/N//+/rXr8W9dR1/33dbqQihfvl7HpORyr/drFr6ObD8ydYKxQKrYsxrhI/BNRIpUtC++3gAxqQBlC5o9G9518bVLULWvkNCJwdQQKwNiKVX0tjBwGjGzS0nAb73u+f8uSgFFA0HBpfB3Yh+XdAbnB6bng23nLXID8jTUl/LadPTbd7wcJd+tLzwfiJ9fkbnyfk5rGJ+ww4ygU5Y2hk0jLDIjb8c18fBqiKK7lZvwPX19phiAJFhCtQXexSt9aZwzbzAjLgVqKP9FI+z3Db6i84+gUsNSjG/SqWQHKn8pN02oeB6OFmPv+ypyScSXvvL3n2P8knpXTETgNTqjINhiHFVTb+T3GhoxqJR2XBMDFhHWtatWpxe3b0t33HIbhPA34Ny1xv004nRFKvZBEl+GZIWIo585ALdMrtvO13aHs1qxbGlO/jC0iuCKxL7wwgth5N75zruDv7Zz58608dJLorHh+a3P5cALPTAbDgwKtEMid36equyW4X3eBoCL4JnFHuX9/bkSDr7G39PZdIKKieL5O3sYa/Xpzz6Q3nX/femaqy5JS+GaOUlhQeciukRn0z6Qsa9+5cEwxvfdf29or+kUQ64A4Pbz//jV9NqBk+l4T390tDY11xMczaWf/9kPMbZqddqPzMfjjz9BoHki1qINR9wEOvHot78d13eGofOVZVNp3arlOCGHlsM5tFsR59FQ35b+62/+XjrRP5N+8w/+LE1W0TkoBwf7G8FUydEWWl2WBHOzmClD5rJFEuG4LJFdxz4RnBuohPwJfwbvUqRc6Q6SAP8eHB4HdKtLyD73XkXuGig9Gbi6z/sQMDYwEaQxuNA2+v5GNYME577G67j4oksiiDnFfWpDRJpsJvC17mN/L5B3zIJSHu4N93UgOyQTIrOOXdr6/NZ06NjRdPNNN6TlBOV25j2FyPHx06cAUiwhg3zw+SvtML18U6A3USbls7ZTwj949HDQGBRHHjcxKQe9VjQW22CgprNWJNlRTDZd5FFJSo40nXfo+sA5GxIUgiWJaCKQbeCZDfTDC2QtDbpFZly3gszvGTjQfQQkTiQUdKuEnBs0eo/jNnvYLIRtcl9Fo5/zb209Yv1qGW3mWonwF01/hb6ZyJrPtSDp+6y0Nf7pvjfY9MuAxX/30nGck5ZsDzP30w7mzDUzsMrdlVljUSTNZzTQR3MSz8EANXQ0LRvzOwoGB0dMSgdrYxWukO2QqmFA6T512kkNJWz5sRMkl4rtep8GbkOcxwhYQbhGQddaDVTDNhZl1hwA2ZgVCYH8NZ5daPrBH23gdZMTdghDsaFCcOXGK9IWJpf09JxM337ikVwdoEs4OGlM1GjGrvnePaCyNfgjqyUibwZwBqpyXgWnTBZjv/K5EYxT6VDfz2A6N2fm86UfLErLTSDFBTVskGuOis7Xtx3J8FUJyVI75p87/eLfbzqA7Kzyb0X3Yukd/tkLfUfLUSXnFp8Q0WRGlSLzVyaAB2dEWZAczZYioiabcOFFSdxYXvj3ErQVn/PWa/lu/w5ZiQugdm8XjH2v7/8v/V58RqBBbqi8Nn5FqZCvgutVXF/h2P1ZUXLTwhU/L14/Pyh8u3u70M//rYGe13WhoL1ArYqfvxkQ55KmULTXLiJioBVlvFCJBp1Qm4b9oOHTybsG8o80LBK4D9nRV+oiKrKxRfC5VKt3MHxkr2RiSjWYuYVAaBzWTIiVLDr/ugrUqkALogyIQTV5KHgTRedPGCOzew6kQYGdZwZLXrfGy4CjH86ZmaqljhjmTXYtd0FEIpA39aZwED7zyJYJzixJ6YT66Y5VX0gxTeUfargXA4gQWuS6dGzzRU5dH41EyEiQ0WnkdOr+nmdNY1Mgf15j3D/G1UAvSLohv0AQxoHWaKuj5ffN9HMjQnN04kWWLKoQ21e0qw/ECtQJjtoLTzyeynjNQuZ/qiklLhMkdsYztdHq3t7RRBfvwfQD7/tA2vb8c9Fd5dB3HeIdd96avvGVr6Eyvypt3HBJ7IOnnnk6mgeKsqzr6/9m/Abk6mAtgBfrvy8lIHvk4W9Gl/G6desDxTtx6mTIcOjofvhHfig99ugjIcJ7/bXXEMy9M5ONCR58xjY4FAGHivmuwUkmZegIFi9dHg7FebaB+FCK0tkepFTbjMOx6zK4JwSQkoofeewpuEXD6YP/6cd5RmgtIU1gOXf33qMxTujqS9amSygVV1P+co/6rDT0TgDvHZ5Mv/PxT6Y2OHmaiO4De9IlG9ZBgOcTIPErj7Jq1Zp0KUT5lUuZf4lj/q//8+NplpKqfJlxnlcF3XBNOOdVjMrKU0QIfEh+GkCN/venPgv5fTb9jz/8kzTA4PFpS+Osv3tFR+wZKPZYENZLo+Oi/FPSwZKfOMgZy2K4eZC7HB4RQF9f0GJ0rK5tOBtWyD+9jiy94VgseUlZl81yqV8tJASWfk12GlnPEUulonq8xjM4TTNCdB7iFIdx3kqVeF41n9Fsg5O0UWcpz+z6a68LH+V1ez5NZFazvwog4KFvPRKl2bsYR2RjhUH/V77+tTTFiyoikVIraza97/7/EO9zjMaXrS9uJ/gGoZLjxodmnqMNQPyJ3bKsql0LhI1zUkenoXvAc2aHa3D7JpGL4Nw008Ajx9ISqUGHSHfwm3i/nLBNBSdKBM0gpBNpkenokq+OIEHR6VwnE63LNsTwWnvn+vnsDJzcqwoWZ3FkOob5nKAh8fqwdVaz7ALnWXoGatQoK1V/PO/F1IT6UPU/nYND+X4h25FL4QUdIcrpBE5ei2Xk+LPUMTwMTzMqHOrBlkR78xrm5HU0ytpZyNr39Xf7QGMN0qfVbrNrGlvZovgxJe5CmsnOXJFN963JZ04MrNqwn0vVLJEwr7EYbl9OE4FrIfI2MWkHNDpqINI+r2oad44dYWwZItQ2iyiEzUBa0HCDXvimJBiLFi4Jmobr8IUvfDEGu/ss2uCvhYajSYv2lPvLiXwpJuLR+hrjHm16JNOWeGn00E8YaAeKrdKAo9iw5UW1UX9BI8Lh6J0LR01k/lbkyY2Wv94M2v4Zv6wI+UoBWlHHLqK6AkUpykxRl/VwCHE6rDbqspDRMf5+FdmsRtaH3QOhWX2WogyVHX4O/M6XqEpXOP+Ptw08xHpLciXxXm8JPL3HIri4EO/texNVdURSVgUzsM3vV/qg0mdbVy9QyEnu101XGE8RFF+TuRsZvnd9NHqrUOHuRK5ARe24V7tKRK9KXTsRiJSG9/q3/JWfcf5rfp5vDdLjR/9C6Tm/Zv5K5/cp9HqKn5z/HVumIyMp9NiykXCfnP+cYhwVZHE1to4ePRaZkAZm6WKGXFO28b5PkAHLOWnDiS7A0LkmvRwejbbE4Qi4jMYwVHZcanD9nptfIrZGINA7EwmQnwINKJIB369okImAkcNicDJWase2zOczEJHRWFyBsv0Z5md2HzoYml/ySYLXwWGNETy8X2jOlrqXTkHY7kKgU2NtMOOet5vV4NMGAY28WZsA2QSI1qSaRHA4FjiYHANsUCVnwv0R0xy4l+CHxvMourJtec8odVHSNGjT4B89eiS3znN9k+wp9YIWYYxIoYLb5jXLncizIr2ePFQ6RDiDu3cu9lw47lKSFwadEprQ/2HQsGcQmK3n2jQ8lnFVhA+SOuUrOxgdGzQLD+xiJiHYdr+YeaM5yKyjO2szmTjPIByfAcBkWrpieQyMF2XzHPi7BldXbrwyeDmtOGmvbwnlzlBQB9nIXEHGzRA4i0L5rBxVdfUmOkVxZgcPdqPv9lyUPV1vg1L123Q24VBZe9GDIqAXVbAzzzU/QQOE8iMaXfm43oMBuIGjkgV2AEqu10F84k//Mv3cL/5SBL/DA6dBcZ6iQ/FYlH7fddvN8HMoHWO4T9NgsmIZ45AcUWPJiAkFv/1HnyRwABGwhD7STyfjmjTJn1dcvDqtp7N2zZp1OUHg2rqPn0q//j//BHmV1WnXrp2UjEZTJ8+7r+dYuury9ezJUhUD9GnpkuXpY7/6a3DUJtPv/tEn0lgVJWUTCJz3DEihkgXaIL9MMMZ41gXFxbOpAwu5Ds6ZXY8hayE6EE62iu7t0ZBA8fwYQLnHtT6W2US+GtgD7ey7mA8LoiDv6tbb7khPwyE8QxBip6WRajURqiOVPL/BISp95SkBJBjsr4vXb0hHkHpxEopn2yAy9hrnwddYJl/KefP6v/Wtx8MhukeWIOB86203hZDtwWMnoiS6lCTjtltuYbvPQvA/m56AB+kg8nrkWNQ+k38pt0wep5p8ZWrVEZlxO1EWHR2jq50g3YDNIEkLJ5ofhHPOkzas5yzj0jjDeX6uaNpgrHkNe77Qt4tysGR3OFM2C4jOBEJIMmfZu7nZMmlVPAODFoNW+XNFYGT3qOhb5gbmBDXbIcrSpeA5y11kEemCS1X4aWL3EqcKRL6UMPseRUk7TyzwmjJ9aRp74c8NfOO52JFaTFBwTJQBGl9BdYCLW4ANihqbWDqXOAJ6nllRDdBNyqUNaod7Tv/B6/1Tge6cWOVEwaAzxHjZiwVqiPGJ5H8MO2JyMUSZ1Lm//txrDRvPWlr6txzqOT91mpF0/UPwVVEhIJhzFJ2f2XOGqRVw8AwkZ5iEQLgFR9TEGroGQdudt74D+zGcvkkzkc9wkKTK/Wui6dnwLB07eYIktoumFGgk7NOQMWGHGIhHnCHvs9AY5b6jRBqoYvYh7gMlquJZsbnLHt56MPQyCwf61lmGhRzCmz8vAoAi/CASLXX4RdBXkk/QCUWIYkRteQoOTnbu+fTNnmNjhz5fRuOUBPAzso4PisE4Zh2wHW4t/N2s/XzZKR5YSQTYTh2DAN4r66SIHqgblbsQ30TnSkFKeDheO2t5LgcbBo9mYMV7xoJYsouwJ49uUeo4Il9Qmzk3VARfHFquORu1/P4RESvoqHI0TnffwSNp8bLl6QQZmo5AwvV6DPAMsOjLtPgfPHgy4Nl+iIrC3BltkWskCRPHwfpobIr5fW70IHE6KJnDe+2WqyBKbmKN84iQWTJsCbZyfQ7Bx9h42VUxE89NNAafaJayiQ5xoG80LaMU1OwYDYIm7yGXR7IopiW5QPZ4LvmeMvoX8C4bKQIepw2wBv59moxF8miMTvF58CyqRUd5zuowdtExKOFa8mwgiJZdOHRz6g/RdXjleoa58yz6MfonGOKbcFx2olXCk1qzltKUxpEl349gqSTXVZRAm9US4q1OnOrBsUHupXPLAN9ndPzUsbQMh38G5+C+6cIox7DgQMK4fhAGr6NC4Veehfe8j3KYEhFDZGg65ovWrw/i7YGDh2MfHYbkbmAdpUIyV+H702eOZqI076lxF2aPMgTGqM5xPVyrBqiddzUKFgAAIABJREFUrrejx07hBFoQ3cTwcz9nKfGVgY7MGbC5lmb3Cd0uSlmsLvvCc0PCwo3baGWJawz43r05hs5WGDGuQeFRyz42BUQ2x6s1/Op/DcJ5agWKt4R1ijWpBdWTgeuMvVZIsTX1GFwGvdsFWcnnWwL1GdlVNcMZ8TPMTkfpYNXAKe2hM5vyOdsZRvZZoxHiGk8cOZqeffxJ0APLebkpQiK9WallvoFBaBDuPzsJ2fPOGr2Y8UtmnPV1LWnb1hcCZbvztlsJhgbj7G/ccGl6nnFWma9Ul7lqOPrLLrks0NeQKmD/rlq1Kp1ECNaY3WBMtM3kxp/792kCQM+APzvCdRZDzx21MwECu4KRWvvhu23evAU+VB6Ho/0xwF6zbm1wDScI2g16sn1hPxw4mI5ztjwfN91+SxqER9UGJ889dNn6S9LvExRdseWmmETwDcqhR492p3vuuiPddP21aUbdJTJ27atl7xh2znmxPFVNue23/+gv0q79hxk3xbPn2W0QHZLXxnD4JjZDdCgqZ8CzfPrFHenBh+Ha0BV9lM92agGWJB0++Ea6dvOlBJc5kVCiZfPV16QPfOD74EOWpd/5w0+ks4xLEtQxONfG5FFCymPkgKkZZxWodgRizorMAbbvJydHzbjq0HbLe26OfSDRv7OrI8qWBhE1oiTueX7/shULKKOPRDKugOxyxov93Ed+JX38k59J+1hLeX2h+8e5Ngmqr6P0b5c4z2KEkqx7zhpyHd977333cBZoIHjmqTjzEsolucf8Smz4ZmaIyhc6g839py99levMjTg2XPgMHLl6lgDm249/J9XRjblm+cp06Yb14Q8Oupeff8ExEdHxW0l0ZmmwNlA0Zx877sizS6MHpfyhIbi3SuDgfPkhQWWuIog0GvwGckLQMk4wYIBpshxNUgT3jo2zO1RURiRrDpvfj31W9FaCvLbJ8W/6xjLsoSr+4UNZdTmf+lGfl0GwN9VAQBhIE+vl3grkMWbxIhVCA4ORQh7tZ4All9bxTI5VmkkdC+3CHuI9HONF8oRgoEGikydy+T7vx0moEAYg2r0RJE7Ue3PveG81tf5fyT7k+mnACVSOM6bv0u/HtXGWtMXaK5OvCMawbfoLbVA5UjQwdwPpsrNVuoPJrB23+uwcgKmdBjeMZzjNOc+CwApdl4AFFSdYSwfK6+NsyPJZREzALxnst9FRXcWzP33qbIj2rmTazgzXMERy6V6RW1gODzVoW5ZCmxDObadTH87ces74xZdczrMaZEzdV+OeRUb9vGJeasipYJP6zw4To8zim2lyYWMYtNbQ4W0jjkiyEzgifpCyE8Fq7tCuoZvcKQ1OW9Ce2S0cQVsOpjLyYUAS/y6hLRllyj8r1NALlCkDLhk1yQhOqdRUyvwjcCuVH324LlbxWZJZA3BxpCR/aBQkjUYZhA+wZBQzAkvlUjd8AddqsIrBsm7WKNfYdq8MQwldciNrsKMTI5CVN8dzxTXr7c0urSnjXA0izJACNpdMyLWrAh5K3BLc3VRuJgMWYxJ+btdiOdcnQbfg9kS3HxDvThSxu2nrH4Az5CZSI8lss4qNdfWVG6NEpOE6V64BzIYq4HTuwwNuFO5XDCcuEVgt8wWpUc6BshbyNIj+RRfGRrPeUUcnIqKM4OmjLDfOIa4sr4FAeTKtXrmKzHgAJ6rWEpkLxtqOJGfs1XEAPEByflaQxUe5hs8wa9UZagwsvSk0WiBoEozjebr0PjMOt/cgKTp4NKpwux98fvy3ai2BKn8/SCDp9faBjnUuWETXnSTbinTpmkUEUOdCmLJ3APSiNMR6xeIFYTTGMRKKl85QPhpnk5/D2V5+6Xr2CevAHus+cCo9/8IrgUx4DSd7jscBtNtPQ+4hd8RKO/e7APL5NZRNfB8dnCicz28PHZuHjxyLLEyys4Kj7oeXX36ZTOxMcKUcUi7y4uGX76Mit8GDnwExE8TCbk3HkCAzgd6Ymk7q8DQ3tcWemcZZlmHIvUYHic8yHqWCwE1DOodRqK6AEAuHaZzsUXXuuRkQNhMKOpuWMsboyImjsUdqG0hkojxBxi3RmHVxj+twFB+WWxEdUyHKCJkfx90HwbaRc1RPhimy4vnwGDj4Wb6T92MbvvvfoM1nUS5Xjn3mM5W8XIdhEh1SA8rXN8FR6wQ5sdNqJ8HVjhdeprtRTmI2oNU1yl3QXccZGKUD0aBN3uJg/zD7wDmwrcHlOXO6N91997vSY488mu655y44X1+Kcqp70AaCJ576dvy5dvWa2J/Hjzhs2zJMX5TLi2HQLS1tUQYzOCvKwYqPSrSWrxZUC/aZjQeun8HbQjhnjZREtDeKgZpBnyYRMAgzAXLfqu9Uh5E1MPHZO4ZLJ9be2hkDwRVO6CfLbuHfGvhqzuKL23ekJ7Zuj5LZDByZm2/YlN5xx42U93xeWW7GQNhgYMGiZdH1JzIPxz596nP/wGzQs6lHRXW+dymdrRPDvekXP/xTdJDSmMBr7YKeY899+aHH0uPP78AJNKOrB6+P57IEjbzTxw5AohcdRRID23PLTTeni1ato5FiA86+Jf3m7/9xOjZMgKG+F+fLxhP3sXves2Iglnk42Xaa8Zvs5qYWPWNp5BE2MVT04WGODGtzrZs7q1Tbi/N2JiYboGpyNN25+ZLU/cp2nr/zJ1lLkNB33Pfe9NqhU+mFnbvR9eOzDOr5Lz4PO1VdBT+SYEgkc5axThOc8StBam++YQsoViVJ3tG06/VdoLErQN82pheefykkYa6//voYcC6F4Zlnt0bQecP1NwUg4MzQE5SSX6IJaBJUZmYMJIrA6YYbr4m9JJr2DEnEGZKecZDh/qGzTN5gni7PaIxGhjo6bmuxPQZQdkjXN7QQ2DOdgUDFcma1Z9RmDe5HdFxUYRJf0whHDYXU0P7SLxFVRSBkA4pBWPg7wQuSMjs4zxGkmSQbWChjIspjF22h9SVvNCNYea6VAUbwTkulbG1FlBDdgyRatdU0Y8QUBkqLSJ2UV8Ij477rapndyXmYO5e7e2dphJH3Nwlqa06mb1GDzyqDCH0TvFSR/1xqVFPQMUy5JOy+mTERwwZVlESZRaO9bv2yfHUDaM+e+8s/pSnUuIeqikqQlBFqAMSngbaxDhME+6Jj0ZEZZXk+y36GkpyJ8USUhNm/BYUlbDTPwTWKhNSqCc8r06KIFihp6z/U/4vkNMr/Nrhk8V3BkEnAgAr5ioALq1YsTHfcfmt0I3vOnQHbffAAc5KfjzNkWbWCgEsbYYLfiJ0eBVCYosTu/dXUwZNjTecIxBxXNsF7SEmpwX+aNAlYuVY5oLccjHQLCe0o57Ef+7QYsfKybzx3OCsOlgKuN0tjORgrgq4cyBUoWyalZqwpw3gx+D3+gpEvymvR1ZMP/JtBG4YpCJn5ZV6UD3KaA70AOL1QHLcDI3OS8uw02459H6NP0TSNQSjDV5FhcHAkOLp5RIaMkszIggwJ1Cny4ee9WY4TjuXKeBDxnnRaVQRMyz1jjCSDz3JdBkzRUeNIJHWrOGhm3+cMpICvX4RQPuVoJbJgnZpjbZ584ukY/Csp1a4UD0sQHOfpqYWGEEbfr1CjD3JfDj7f1PYy3smoVJASFTK09GmWSdZjBD9jG7BET7Ktc2ye0LnBqI0CB0+xnnKmyua4Vu5/AkfR2p4lAER5airo/CNDMsOaYMDxdKmbMsPZatmQLeAwLRv1nGGgOmiJ5EnLUL19PaGLVcyRE/3IpbgRDIAk+QYMFAES6FJ/LzwaDujtUXqAs8F17Nu/J0obVWQR3ZRC9x/cn268ZjP6Xq1xwF586WWI1R1pJWiXQbjvvx1SuYGoSJrrrPbQ8hWL03XMehwCFdn2/CsgM5BLMUhubp+ViFBIBwjj22UV5OCZGIEkvK3jXrdmdYxK8pB1gd4ZnDqaJMiyZGI2ABRdWEVXZ0EMDcgfwySZ38Om8a2Jbi2CyrmxtGQpbd08txOUJdWF6u9jzmkNZTYHTmNE9ncf5lBD6CdAkoOj03RXiJ5NE3gFl071bPl9GC3L5Z4Ju9ukFbu/O5HaUEKgkmDReYWeyCjP8owXUXrsQUbAjv12lPLHGSm1dJm0A8U8nRtpKcaSq01CGI1QP8/CpstXroj1MTjLCLbSKehv4QQt7WoXFKMtY/+J1raAeu597dX03HeeikBVI2Q2qtaYnXW5LMI5nxqlU/KKdPzwiRCO5C4pkS4IXbePfvSjzOn8g/R93//+CHRtOrn22uvT/r17KMHWpu7ufTGceyVdfA984UHGRB1MtxKIWO50esKrlAZF9LZs2RKIk/tm2dIV5xsZQrwSRNsJDQbkO3a8FAGTxvrKyzfEOTtG6dV96/OSY3mMINlkZM3qdfG9Rx/9Vrz/dKlUW1eLKj/P4yx7xf2zDkHeg0h5NGG3DoHW/OknPxUO58d/8H7OTkvMnNRGTcFpslSrBptoSD3q/uNEa2M8g8eefDrtRLS1kvc4cRrJCezAZfD1xglQf/ZHf4juUUjQPChR8XLW+K8+9/n0avcJgj3lWXimOIHBvtOptYHSXCX2p5qkieTr7nfcHUrvGy69ApmPhvRbf/hn6bVjzKgECTPQD2Fd0Ruuq5qu0myLsqDzJE7HYMDzc87KBPtaVfgmUE/XcwIU0IBvqD/Pnly5ojPQyEEmAdgVV4OOHf4q3bRhVdoKr7DCRJv3WMs81jMkB7ff9b70yb/7AruB8iFyCMfPOGsWx4gzbSTA1HkKKExhJx0FNI4Mygd/9EdKqGPu0GskqPb3FB5+8MGvhIO/7/674lzZae3zE2F3IyoD43VXVGaKgeOcVKW3XHnv/e8OaY0nGUHWhy0hm2Qfn0H8eUnWWWMd6rBdIU1kdyj3oayQjsxgt4Xu6BmeQQ5e4LRxtqdw/PL06pgjaqY7NmLXtR3yBBgg6vqaAUXBCToqlCUKHTUCEEdjaJE5n6L2p5iqsYCkXLvoXlfLzesXRffM6uc4ruwDp4A0BtqvHRlijasDsTJxbwx+2ww22upGFKo439o1AxabKQb6COBMPpQs4TnY9amNjDIq/tLxTv5ulhQCPWPv2UhicBkyLXL02PcGtqLu1Y5OCBkv7DmVjEE7Yvkdu/0N/pxmo8+OIfDsO2e4WsUp0LtZEH0Reblt+uwMZuRkM7q9SxSUaI6xEhXJa44XIrnCdhpsGqyNk1RHHKE/YN+7TqLQwkeW/6PhxdhFPjPBqIFw4BPc70JkRe5nOgrhVzyj4bFBJrk8wksp2XK/ToaRmtPCZ40xFWOGJF0qjtcrAllBQ5H+a2aqglm2ublprszpUDngdf1EAT1rjp2zqSzEkUHRteva5gjabGA9z0U7zzUqyokZYix4ZDnwKZC1DEOKqMXAaLEVeUSlQG1Ogirf1XlaMnMhQjhVsx9de9wEwY3R8OxMjujnSgrZQsQRiNl9Z2bgA4vIt4TwsEkcnmzAlQeDF0KmORa0j0lD5GL6mWUEYUV5NVBDDq9Rsl2FMaiVoE1uj9lcpRkC1+VIC2fDaRAqMRZ+STrf030oPfjlhyH+8lBRgY+oP2BN19ETIBrx5iQHMwyDQXXCslAk6JyBJVmQgafrU3QWRQkW4+HaGJi5JpG5siEsK/lXM6/oxGGDWpoTwXPjicSZ+Ql7u3k0njpyg+1GylpKKTSxmdzsU2rVVKrjA/onWb+UCQVBXUJ6MW7H58rGskPHoC3QNTMxNnDIcnC7Zh0qPhvc4uPDQJotA0yzE7yfc+kigj9nKDY1eb0M/JW7wWE4AxK29fkXI0C88/bb2Ae5c0ZCyCiG8CCIyqtk4Co1XY3a/aKFHaBQM+nhbz8VQ5wXdaHNhXNUJVy7qfSHBs21LojLRsYiAwGLcz/ytgLN5NAZWFiLCRTXVnZ3p0mCfBD3tqAs/xbaj3EjHHivT66WgZoHTEOtCnZMLMAh+4xE4Jpb0I+CL+2A7yoyOjsDKTZEcOSczSOUzJ1V1wjiOYOhFFLvRRFfZKiKjM0Au8ZuPq7dwyocbxdtGcauqZXZl5Dsu2wOwFi2wDWz/NyEwGsP2bBZ8SoEXgcIsNtxIpY/zRSnZyTTGyjkNnLTqhmy6t5eAniuUefjs22gbBrE8xCZlfSMZhTlVgOhZvTO3I8GXYr6ToAwdbbVgvIcTXtAa9sQZ3X8i8bava1B9GxYDh0d7otgpZUM9OChAwSRC0CFFoGgrYaYf1E622MzRRapfOLJ72AkF8UQeQOVY8cdMVVPMLqE58CTctYizmQxCLAG370bzSbaHHXvaES46iq037jmzZu2hLSKWk6H4CCKPpp9FxyXVZTpQt5CR8A+MlDR9hwmiNN4F6KcOi73/WECRacTdHB96mZpHVSYr+PnoQUFr825nQ88+GUCz6vSLdduYKVx8Hbz8bv470wrIKOP7jzOyl4Czaef3ZYOsJ+vJwjtPnA47Se4tYPRcWxt3PvPf+g/pQ3rVsZ1y+9UbuKP/vKv0hCI7L5DJyIo05HdfO3mNNR7JA337KfEvCa6KK1gHEEUdNWa9amta1n6q88/mE5P8T5O0Sglh8rATGD3dDhyhUK6wYYVgoZAqDgn7qEJ0AKF0bV7yo3Ug7yEUxnMenycsijlGEDKdxocGEsLQdgXsC9OEXxboajlNTeAPL66Z1/6qZ/++fSr/+130jSIzxSVi7oWeWxwOtFG0wbXVjbB/TtLKZdOanTnmgkGGjkH9971zigteVaV0xkbnWbfPB3+xSDkKninSxGotcs65DB4Vs/TSHAcnpGjzG6+aQvVhRVcb0X627//PIEyc2tJGI8ePRnJlessujU60ov9awxwQXRpFqcbY7LwUyIkYfvJvUOqAqTNIenRkIRtsPTpa+TQCSLksU0ZuRobxtbzXNxvTrjQgoUP9TOw56IzomXaBoO2mNvLubKErw/QVxi8KUQcVZooUYKq99rchR0iSIiOUCZ0aOdEHbVdYzy/RhLgJZxJ5/xqS/WjomD6HtGh6ASF8xkTT0DgbTowCJUfm6km9SV7KFCiz6Gj9yQTOXj+BtYG9ZKM/Lc2Ds9SQrdy5cQgJqQ5CJ4bmxy6DtiAbfb6DWhjr4k+gaaWg9wGjSrEcHPjlmvleor8TiAQLTxjI1dwu63sBWKYx0W53q6dya/Ilt3uYfN5P2lMnutKYggTa4O+aNqhpGwwr58I3p3UIOxoTJGYUQSaGIEktJ7kaGKKfWpcKtrHRBjtix2tYyMCJnmQwDmuVe1yA8Uqyr81IG1FPFR0b8+Q4Pr+7W1oQRLYBqddf8q1WiKOsuvXth3g328ibUUpNJc9S+GPQVmBWp5H5DRTmvyMrwVBoERu1+AaeQvMWQ6ccZMakMl7sGKmYTSQC1TH4CqXSoMDF2VCjGSUHTHKKhPzQwMpH1TRieHrFXZ0pqGHOndgkjWxSePzqYUHJwtDmYOe3IWo046HzXtqCIdZUEPL3O2TOXcuqkNjRcl8YG76gtS9B12eo5BXT6P/IuJh/dpNU0skLPyuoRONs5wbpHcV03nYwtneZEH8rFXfKLSxMqcubzQCueD72B4OwZcNrbExMHPIcFb8Z9240KKLy2svgrfQLQqSOs6U4CgO9bRlaWHjTFR3FmE9GaljN0Y4+LWUHszOhb29Dh1SYVR8qqHz5HrYss09FE0k3psk7hiAq2gpm1vem597NajZ42SyUxh6O/ZnCdrOEey8/733sOkkt6NzxHXuYjj2q6/tDcRNtGEDQd3F6CZ5wM5xrzuQNnij+3gYigoO3/3vegct9KAPoDLffHZ7OG0jIQNVwUq5GXF9Jg1hCDF6ZmYYO41icB+DD5E72gygbdUPmNzGBQON6ERVbDFLIOjBRbvMABWRNVsroHdxojoRYAVTTUK8HoNBjMA46JUctOa2HPSOQ1SuohQe5FmeqYGx5QgNdT0EdPCBSH58bYiizkBq5jlqUD1Xi+gkdF3M0HUODjce42zMIiFhNtzUwvlQQUvBR74n+hOaR5ZczhsuurHJ3Hy9lACnGJg01IHynDyJgSgn6yWQ76W0vHBRYyjGnz45ELw7s+9Jic+gs+vhePWeOR7lS1ECHdnCzrq0e9f2dMJxUQa8XI3X638aeAOT++67N72MrEfojmFz7bh8ddcueEQb0nrK5yZshyk1bNp8VUgAyR97mRKjqFgD17vMDi6e0RnuYdHiFYihPpXWrV0dyZlE8eg0g4MmShfCryWJFf+0rBWICvtOoVj/7v41EPEs6fh8rjY8eL3axDq6OSXM5+mNKpuPBoUj7scuNPeTnY+c18aGdp4JcisgeSsJQAfppDWo/+zfPRAo5HveeRvr4tOoiM7mOgJbbYENJn7+M9teSI9867Eo9d5zzz2BBn/u819ML+zYRZDOmcQgNONk73/Hrenu228MTbxIPgm0P/6Xf512HjhBKQ/l9Y6u1AcyvoSqRVvdbOpsmk0/+WM/mAnjpVJWe+fSBIsz/cbH/yydmUXShL1bT8nI7H6aWaQxB5LzruPKqvME8KVuQhMUnV8rUh2uh6hWUDZqCEAtPVXZsFFDMsZoL76/cimzUl17jsEyu5hZnybPmg6ZhPsHfvj96WsPfS390A//WPrzv/6HtOvYcDon6b6cZBPbrQ3Uzr/3nndHMHYSRFPbWl2JaCrn94YtN1COl16Q1+PhRx4Ln6GIsWfBrsz73nVvJAqjoL5739gXTUP2vdkUcPfd7wwqzjS/+4UHvwRygk2EU2gQNgLa00DiIiWgqd4Ag/8JXkSx5s7ZqQsKwlpYbhui3OsaLljo/dPVCtouuua+KLhoMTuSZ+659Uu7PIENtoxo9BsjvTibdhSeKemLjTJbdIZnLUos99amBZNmnb5lNM/vGLYpZEyw6XYgSz+2vKrPraq0fIp/5HsiYgq5nmR6RiuBqVWPdvZUE9cdVSuRNs6t9r+M9Z3j87Rx0wATU1OUiUn61MHThqW5PD+2EnCgQZR43ICsjjVTzJkmC56zz0/buAS5HKU3QrdPH2awih+KLtFJeJGUi4O/RRA3PUMDWlSRckJVU2v8QKCM34tAfI5E09ADMEYUMpIu5Ud4ZgaaFQSO8vGmGdOmjbSZycBukuv3vaSt+ForWzZ7TIxXRmlYWy8v2ABLlNUvk3/3RY45sAHlBHwEu6H7JhcUHl8ADGXMJq0H2Jga5EyAINabsEtPAUhBD7GMxFyEf4QqlIGsM5lNDsOP8PJqznd1ZQuBcTvrkiWVcpyg4DC0BagVixbTzERy5BqVff25feIJcZFvRdHy9AMDtgzRxs9L3LccqPkbllCFIwzAIuwqvc+br9Goat8CyQjAKvO2JJ1OExRlZ1oK/viFKKda+8aBWQLw4/09N6WBhyKYLtyJYyfTMox3Y4l4GXV9oMYo1GKM6h3WK5QusgPp1feNB0gwZolvAK2l3sHR4K/4fhpw24vlIPiZjg+yZh6RuqgXxqwSIymXRPJtGafCBgn5QZBL5jVbGIjlER4xgoNI2YMg3F90EpZxfRG9B/ydg1i/dHR+J5S+7fAB4Zm2CYP3k6viwRbpMOCTuKr1KRohLHHGoRC6Jhu2pByZb3TcZJHKMsvK1uI5AF6LpG7Lbs5UtB1doq3ESFGI4DbYcIARik3N9Uep0SCENdUgtmO8R1nH5urmKCWuody4AI7QYbq6vvTVr7MGzbymMt1PRrygE6RuFujZFnQe0RNPbU09EG4VHXXAspnWu+95B3NEs0jinr0HCNz2xbpsvHgdJaKLCTIZ+P3a62n7693m8gxvzo0VU5T8JJDmDS/cD3pocwvX6ooWnYHekxwUS5gz7K9quudC1kDuVvAs8wG1ySMwY/au7++oK7WOfC6F8XVzmO1PE9DoVNULG+dZl4H6jaLv45q3dzraBnSL8qWap6JPHmD3hjIZBv2u/bIFy+DhMLWBa9cJLO5COBPits7GrPFMj3IdqsPD8VHLiucgAbijDWkK9tC+A3B6kHcQKVPDqA4jVpStT1LyrWXfqtzv8zOwEfkNvhLGWUR7cITRKQTXMwbfGNGmhllQrk7Kq85xRaYBh+f+r60mY1ZfCUO+wkYPrmuMcnxbS0Xa+fLWdAoyeQwdj6HOdFWCkEUnMOvqRIJarrWHLuBVy1eFFEk/HXQK3Tq9Yt26NSFqefr0yUgenP15guaNXa/sRJH8BhCy/ZScFwWSuXLFGpCofei3vRGjynRW2gY12CLzZr+KFFiq93zYsZgHVWd+TnTU8acoXXT2Me5HlX1LsHas6pC+8/Sz6corNkVZzTM6aWctQZYjsc6ezjITlrl7mbO6Yvna6CJsY836LMES8DQhW3QEG/Vnf/KJ9JGf+cm0ZtXqQO9V3C+vo5xE5uw6fe2hh9GmO4jS/h2g0euxTWfTJRdvSI+CND70+NO4PvYm59aRNps2rk8f/MH3p/qyPF+zor49grZtryEujHaUqM4MSMqapV2g2x3pPXddi39CpDRsAAkoiVQdKGdVY2f6f37nD9L+QQj0Ib/A82LvyI1dTNkmNBRLCbScU0eOmbBo6w0edOSWb8ZJEIS5yrgeE8ueE2hJyUGK02PzDE6WM2GA0aI9hHogpiMlRDvwgfffy7OrCUmWbz6zPT254yAD7KsoNYs2G2jQaUyn7Bq6az0/X6c7Wc7pWjToNtMNXI3jDa1H+VImTDyDhx5+JJGzhw2PmbtIiNxP4GbpS0mP7u7u0A9U58+SoWX/bS89n86A6g1Hd6gSFpmD7KzRZs5jF4mG0wesmoziWE8zUWKMhK+eCkYgSQRkJqw11awhKJI8MUtaQ4Pjsc8nCU4icsIa2Qw4gj+yW7gRXpkUCpuqQrtYbmkpOBnh3htB+YZGmWpAgmUXcn/vaUrvoF+hjmKpNzck5O5MCPWlxiv3vOXJ2RlQPxCxjnYkaqxOkaTbYOcUC2kVnSTBI/D1YjYovj2aAkjU+/pPR+PQntffCJ/Z3qamloYTAAAgAElEQVTINWPy4IoqjTE6MhEJDschkt6mxsXsq/awu4qGxxxp/IZ+KhIAuMvKWoiiBxGf9feztLOtdik7r5agqLySvWUiWUXjBdGndIrKGqomfI6jwdIMlSrufAqEehrf7l4swy5JU/CzscK8t3kpfgzaiom5VQ9pQ5a4pwneDLIMKLX9NTULWA0n6gBYwAkV7NQXGXBbZbAcq4+Xezp7jmSt2QCYBJbAXTUBbcPZ3pOsLdSgCfX4KGtSdViypJWkZ5ggT/pJbmKMciuJTi3P3LWx8qUvWbRwOUeoJXyE50vASjqIaKhnZHRiMObL6t9CLeAbz3ZH0CYyFl9EoN5QBGlhqoquz8xjY9VKQVkmPufBvJaSSny3efy4eLtSA0ImDebgTXVgP08YuMx5XYG6ERiw2X2QOlRDGDOSQTpDRLcUrHNki5uzcAJmOdGOr2aPRGzdLosWwRlRf1aIplsmyrGZzySxM99Hbqd180oIjc4nMxNbzkuyGc6BsxM0gsyAqzMiY/QtKhN6OSXOgWXAop5uvV8oITJhS8BsYLNTERcNjBG4m0M+G/lpCf3Ly69GV8iuhAwKcLtt0QS7yiqY9cxhsFQsV7ohB7w5e5mm88YgynWW8BojoHyGdkmGCGEWvRRVdh39qXIhjU1qDBE4SUwXyua95CTmkpCQc26tdoRSaCtJ+uTnGqoisLPNv3qugZJveboK9Wi5ZmYce/e/nk719qTrbrghxB59P7kROklbsUcpV3wdPasBSgSWmKo4fDPwHd7/7ntTB2R8n7XGz3tyfI5bzDLAI088lU5wIJro/JkiMzIZmIFTEw0lsXFFfe0gA23FaIhAuq+EwP2So+TBiWYPuVzuAe5XHpxfMVBZlM5WfcscdtKFCLA/zeWBIhsK4VHWxFKaFAGftUiABkOEzDWbttRW4ld4354BA/ky+SSclzYyTmu70arP0fM5yR3TOPjcm1Bml2dpOdTSqRIh/RjNcAYETLXcdxNSAHbzaa5EJt1XBhRBKud5q9hhCSH2ZNADStpLJQTY7tshkIU2Sn4aVMCFQMmDZyGhmn0mYdszbJNBtYOSufYJuU5kgrU10+mVl7ank0dOEdiADBEAZoHOjIDE8+OqPC5XoP7/CtppK5cTqCIcauKw+Zrr+DlrW1eRTjIjtJUSmHyXEcpqHWii7dixMzhutfxcXpu6dSZBllX8HANPddRinqczGAmaLCX47F1vg7EYcwVKfoAGIRGta6+9NkqiWSKFoBLEQN00ZV009qIR0iRM0oL4jeew+0+0RQ5eF6O4stRNOWKnhyh/kXwowYAx6aBcvRiEwfLY//cb/z397E/9GEHbSvYOjhebZinrGNyWrYi5yqncQmPMtSj3d5EEefZ74IIN4Dw+/pefTnMEQdPYnmbOjYjjj7zvProwaXjA6U5g5x575uX01PZX4ZXhPFmzCQKVj/78z6TlXSDhI4xGQrU9ZF6cLsJ5MWgrhyf2sf/+v9LhEWwvwV6mgDhaTWX4lnA47ey1aQMuPifb8nMxhsdyqKiFSO4EiMMpkL1yJj+4Hw/uP546O5ZEid5k3YCvk2TNILgPfmA5zR1N2CnR/bvvvAME7bZ0CE5rKwnMPz367XRkiESYe22sEUVxEPw5yN+UzldcHGOi+nl9b+jUrcpnnfP34osv8ixYbydmsK5DoDhPg/TLa/JM22hlac9O5AUgkVGq4jBr0ydAxA8zi3Tr9q0I/YIYKR+BM3ZPKAYtN9Exbkow6A8MaM7CKz18zDF6NBXw5cSQDgLq+gZRG/hZnL0xXj9FqWuCBgfPfzMBnU0T5UqT0Gna16uP1T7QYc3z6ewkqQCJaVaGQ54pR3mcEUuibAZTVhNa2+xadAwVpVRspvt1ChsR3ficMVFQ/7QsPTXDNA8S5KnZLN9iQNDaQlMXSbQJjueyhjUmwg9q0ugYmpAgnzavaR+DAsL7jQzmRphx7LLVgayRBsDBtahnJsouIGGiWU0wOUO0PIvtbYbzHGK5oNomh9qVkOChiiAiJTIlV3d63PF6lo31KQkaxpnQJZOfeJYg2kkddZTRa7lWK2Nz06BwzhG1ZFiyt/oI3irur7V5YXSmNhAQ57mxlOblCga6p0acNBG7MDN9SBrAUqgRjr0L1BiEr7qK9bEBATsqxyzIDzyHVA7KXD3CU3N83Eh0BotOWqVSa1TQY5ikpLUDYfMK6C7QUkZH2AuU7CtARk1kotGAs5bBHMvquRzdRgOT58fXC45McQ+ip/qWKWgy2rJjJMRyQ8se2rrf4j+bvxScCS0Ffwt3HXS2POYm67VpqEXCsmOUYFd8xfeKUmmJu+brjX51jhNEzdbfLe8ZZIwBC0uEH2ZhPYR+7yQ8AxfY4C0I/xwUCxOSJEUy5J/FpxiURVCSh+CKGhQSDrblxqghNn6URUVPvEybFAIpzEheoHlmqlbdhTjjK3e8WT6Kg+Ay2/3ib6nNY30ZLljh3H17Z8eFjkyQDXO3qXVvH7L35JilQKucpWbZVDFELmMMgqPXLURflHYNGdzgbnaNkar+HtJo+/bx8AxE2Ypyj4bFtuo3RQrp0LPNm0svFK3NFITF/Qy7YYsJDF6zZTWzm3og8sxpy8N0g/MWWaFBZBbBdO29HzeS40BcvxAIJMpoIEOZwvgbJM0RINxNCWdBJ9CwAb4GxxgWg7sfZ7mNMpBDve+45ebIkMZ5ny/8E+34ZICeDcUoLXDec8fNZJ8YRYJfP9drsvz5MCWkAYxylQ6SbGea4KADYi4+OwyRkHU8QCBpS/oVGn6uQxRSQ61TN5g34A5tN4xMBPNyJ4MzmCH3OIQ47uyoKZOUOFBqJVkyMnh0n0U7uqXyCOJxbuwHZ3iGtp7t6ARDsfbuKXXZbJnnfRcgiWD2FrwWEF0RNcsKZ1DdbihJA5hYZlQP1NeZe6A05VAB5MyOyDsiO20j6K6Cn9Yi6Tja8vO4oTplHthbIgNn4ALZrdQHf9DAvglDJvKSOSJ5OHEDgWNR+hYBmJPHSKArHO9XELhdScsYJksgmw7a1tjO8PepycH01BPfgWAuZ5M1QwdMQrufb7dUG127mRtTE/I3GihLdtdSSj916gQlxXU0E1yLkT6bbrhhc3rysUcYgH4NHcJXgngjA4MWmWus1IBJZR37dDnCso7K0ln7871790dp1C5TRY1F5TSocjFfo0nC9ZGIbZeoHMSsl4WDsJSKcd6167V0FYHTPqQ/lixbGlpoY+MMGYebchZnYjIyY2ewbpm9ZxNDkJhL815F1pxZ6Z4QPR135ijn/eFHHsLRDqX3vve9BAMuowOnj6SHv/4NOGaH0n/84R+Ka3ZywZnjR6OBxERLgv6n/u7BdBJko5MA0OclsvsLP/vB1FI5Q+n6VHrque2pprkLtKwq7aB5QWTjFvhwV1y6lkSKKsA5gle1qHQA7CMnOZRjE2ZBGf73576YjgzPpuPsiwoQ1zr2rWvTCjJlgC8ZPJJFPrcOh6zjUMVdjpfIj7ai7yw6cuzDzq7W6NxrqG0hqc58q+iKRXJDZ99D8jY20JeWss9OUJ5c0Lk4xp39ws98MG195om0jkaLx7Y+n45ASRyXvE8Q6LlVRsiqwG1bbsceoPtGUmugEvw5bN3Wbdsyl5fXbN68mQ5PJGRY5D00O/kcrXhYWqvnzLq/r75qc6mbXERoiipLH2XXJ+luXxHvN8357Fdawco3W15bZXPcWfZTk0R8Ax0OZg+zZp1L2k653PmmSjnVgOgs6Mrl0GHsUK2SDth55S5qaHhQGFc6hB3VBw/nqSU1lLCbQW+m2R8GIp7L5qYOuFVYT2zYKO8lvciA0WfUQTPZAOtaTwOZDV7atTwOspZzdTSEegcHzoDwvoHzd7QWiXpwtquYzLEcysGaQPMM7CxtDg6eCn7iDF2jYWcBaXrg4PrMT544gx3IXcFLQKR9ngYdgyBwLW0kSgjNjviM6QBvhe/nOaeOEchSW2uWWBrgPJvkSAxYv24d++Usz9DALwMZsxPYSgyaHGyb2OQ/FuoUXkPoJvK+2hrtbiPi0PIyo7OYDd0MzcAu76pyKDpw5lqaadLBj2hzBXMMW6ykhKYd3NapkI2xMQsKCshV3tN5TvE4CU3FHBQROoMrsAcCCXKEbSARJa2uddrEWd6PRJnk0cqXtjYmpHBWC4qTI+TKynMFSEDLgNlu3FNIWRmgTto0I9+P+7daFlUe4iPHb4moRWPJyd4oRRsQKxIsWnwEFYihAd77G8+9ji/DmRPV+3AMOiQPx4KSqfhlOUZkIGM3/uGF2MUh9nMuyhka9FEfPhek/olK5TqZKZzFSS5Ajo2vnyIrF02yM2U2AkQ1zYCjiXJ1DOcDh8guOHAxK1JV54z4xMdzI1lhOtebRa4MDP236E90f5SCNIUlzVTk3EW5L0q1WVIjAhtHq5SQtSBQ2ojgOrBhLJ8VXwZooVfEPfozZyu6oTSSbqYBHrxcqSY2kUJ/IjNRahMKDu05yfpjGFCCGQzDBO9tuWnM2W68nwFUMF7sROJ7finKWMv9KBZdxrOQW2HJwuu0G8cgxdZxjVaQJPm+hziC1QgyddqZy6PhK5yLAXiUSrFM0dXHGheDnAtEyCUzKCtKSQUfKMQTnflZKp1KXNX4SPy2FNnMWjThHA3KQsRQnTLW6tkXX0Kz7mA4zmne97rNmyCfr0oVbP4DfP/Fl14JZ2Z3pM+lDcThojXL4UplEr2IzEEc3DT7VG23ag6WgXhBEB9nBqFfHtxqMuAhM8TwjzZwyBPJnEsPl7wO10N9NEvFknNFPYNPWCqzREt3qSNppjSdIUuu5OB2IDJIDqMos/uJAEQIX45fUM25Nj8jAp7IaESzLYlbLi6JU+IYoovYBgYJwBXw22olyRqcEWiLnkIgVkYBaitGhOePcUr8Pz2ZRYrJ16KhRSFSyfgeM5E+qQI6OPdeHYH+GA7YfeozlSekQa3hgrsYfxSd05R1XGOzZR5Y8Ni87Iyq5g7SmI/KvrV8Kne0o5WzNgQqRSeqHao7XtyVek+TFTYuBAFUQ84Zpupb9YXjFiU2edmw/uLQR7LBAqsdCeGe/d3p+7//AyHRYOepzQ2erV5GOa1auQ5h2u+EcTRgaCSjldsocrZ3z35Qii6QlxVxr4odK81iSbW7+2CUwDwXarTZGWzwpV3pgkSvBIhlUYMzOazRjUdQFjbPaRUY+pa2hXEfzz7LZIbFXWkNem4G4MMQltV1kpfogGvRRw3w4qWr4mwc2Lc/9nG18yFx1H/+F3+afupDH0rtC7rQgzuQPvc3f8seb0n3vuudyPEsY+PwnCKoZLpE16JYcztJf+/jf572HjmeLt90Xd7foKCXMUlhmDLZYZpS7Dq95/73ps5l69KkATLn5xzvtYrmjSpKllPDaAPSsWjy63nU2dk1Xw+K+Bd//bl0GDRjjD2rFMHRY/sJgiuiBDYNF/bI4ZMkOHY3uxfqcIgLoms15mOCNtg5aoOXJW5Rbq2s48uCe2zyogivfDYTH87QCPd2FfSJrz34T+k2REm79+5O/+2//ArNJ3QpExx+5Ykn04F+nBKbqW5uiOCgh+fG9BPOQDnXcNutdwaHMDdKjaZvfuubqT+aILARlMOGuPd33XV3cC1thNm35w2CeVTtOa+dzB51esoAAaUTVDwLPsjegVHWLfO4YkIAa5M17ZjiARriPWo36+vs5KOcRZnwLJ252sA2yuRVJC1HDneDTMNnI0AdZK/XQzCfnSMRqFAvTTvuZAI11vCncr1ZJ0VimkCs1FlTm0yUzX0twm8gOTZq40I7M07nAjkM8ESfgtaXJWftv2i5zWnancYGEnwI8MexkZayRemDihMcXRskGqJbs4NkCVcD+ABXlTLh1DSBDLanogJ9tiG14tANsyMVsEDu8zn8d+abZT8mX+w49KSVq5j/Sof8xOjZCNoMjNVK6++Df7VkZXDKTKBEsu02XbigNcbXmQC7AjYECExIJYnmN2yX59JAxWZAr6ma+9GeZsAoqyPI8TLBmhjDlpPIWtZv5jk4iUMJrmia4fWeTc+hwY62SxTe72v7fD/tn4mzdtLA1s+OZj66PfUFJji+Xx2xhTCCFR0rECJ0kxPMACWumHHuLZ9vQ1It+96za7VDGSbvNeseKnnTyLrwuwA7EVOwVu3t0HL4bGMk/YPoruvbCTXIaQ+nj/fE9Vr+dQ1tSNOfD0N3KvuTLzwEJw4uBlmiRDw5EUaHbmAJuwNDvcEB8yCbOUfEymL10KlmEHWWTaoStZiYZSO5Rdb03TBjkJTL3LjwDux2M5hqwRmHlgubMDpAAuK05doAUQJi7mAJrRUHpgZp1W6azEFRM0pHYNAWyIBaLtyw6vUhjcFD83+Nae56ymJ9ildqRJyzGB2aoY+icQGq5/4iGMlwYTxYeUEukt/P3YbF2I245JD4aDCT4nMMbh2EbdNBHZnYHNc/zQO1nGFgFQKUcqfsSmNN7PiajaAwz6b0kERXKRm85TNRIJsNRHfU9DErEnZ3Lpr3H9fqckmqJxjxMOvQovyJE7SUJhk9nHopILUrJfiGkkPZtHL4NEYioIWYb+4MFX5X7T3zytSt8h6LkppZXTGnLrh4XH8oPNsizf/yV26+/rq0jFl+lqTPKRXBZv3qw9+K343aPlcxRMZ1HR1uS5ZLIEfrpns/SMeu1Eg2e9El60HknuPwwCXAicxM4sADaSwno1vIfdrGbnnDA595AgbrZpRyF0WjTCyiw7VB0rISMFn4V8SgH42wSoMyO79CXCiPMZLrUXxpEDOfLw++jskT/DCCet5rQCHjOOjwgzDcBocTEwPEX+ybmHuoMnpGhIumjyqg7d6evBd9ptX8X8t7ue4aS4U6F3aIzA6wZ0Dy7IwiSK2taWJPLgC1IzGarMeZsU+qEV7WaGM8fDaWDuI8KE5JyUOUwkBeceAwHqWRLZa33M8Gjjqmarge9XSKqs9kZjinSDMoWTmSD3KTTiIxYLnRc1bBuhZdZU0ET61tBI7T8ERGEYbm81/fBY1hop7rpb2+sSOM8QgcNUVy1TvT6Xk97rdli5dFmXMAB3gS/qN7VUHj3j7Lq+gNkgHLmVm2eFWgYgZcvocjndox0gYDQWxWjpiSTisBkIhajCzj/UUsLDdLOm9BmDQHfLk5weBUm2AwZuAtD6izY2FuPGEvm32LKrRTlm2lbGGQr1M5duQQAQHPgjMwjvDryZMENZxluYvuVUV8y8iq2wmI+vgMM/s67Kow8AMP/GNau+4iSp7D6SXKeRvg4V23ZTO6ithdCdVct+eqla4xEWgbUuwg3LWnO33qs59PqxDxjEwee9ZPh+2aFUvTJbyfZcJq0IlTiKa6r9T0q+C9bABoJiEaOIvcDDptIuWW7E3O3PuN2PO/feALaWf3G2mGBGFo5DR7S+6U8hXMwqSi0E7Aeg7CfXUV6NmgRPfGyPRruGfXIBI6u7ax2epuSVsRUY0qiDQUdTI5NKIn8oPrOUtb4Op96YsPpCuvuiYdhI/4sY/8HIjOIdgMFenbL2xPe3vgEWOzpodPwJXtTZ3w65TFuXrjjWktM0dH4Ospy1HPc3qD1+/2+pVGssnH3cDnfd9/eA82mv0fZT4EgtHuU3dz+yuvpKMnz4Rv8BybwFvO1n+5jo5oU4UgUHIu3NJwJB6KGHMO3Vt9gyewUco32MjGHmS9PH+TIOrSCXTY8qHGCCrqa+nMpPyqLiXmKZB2y8+BIBH0ip5pg4aVJeLzmkHNddqnuMa+XmRKBFJAxVvwnUeOnInGqzLOt6iaU0N8jXmPA0xs8OrvOxnlNRHYDhKavD/zHOEuuu7XIWQd84NB/uzu9X8RIe3loQN93Dd2kr2haLhTIUKtASBFmogakoIjZ3uGoxpUhYyMGm9LFrdFCVSKiknUGZIgeV6WJU+RQIlkGywq3K0+pHxY3YXopPulFtTXAEpagohbrnAhegzn3JKr/zQpMqgxgJHgH89iktdh662wRHkWX5xFoUsVNEXbpfToK0NxIirHUe3LQEQGO+RT9qGz2QUP23JwPXs1T/egCcLh7lyrVQ4rQfoIObdNPKcWkkYTZPeB1+/YsRZ8puO77ByPhiaqMfLRO2mkklt+lFnBxlEWgvzcEZ5DWdBXBF0y17gFWlAg/5yrI2iGGmfob6x6uL7lqmB83//9a+dUMDcL9grLLHlSz7ILsrUN9Xhg3TF4HOUsQrkietRnPfg6MR1aL8hFiE9aQqV+3tkhMZNsASPb0tLFDQsrtiCi2MFDBBrFuMdiWCbGKI3wMNRu0XFptEKeoZTZW9iybGUTgORTnaSZj4dWbk2M8mCBfFh2OUbnpArzwZHLgo9+r5gmECRIEAIdvGjaNE7cRh4NlIZKJyh3IR58SVfNv0eEX+quUWjXi3eETczfI1gz0xkfOk4XE9klgZtBRhmOsg64XM6AKGOFAnmUjRIObYySXEXJ6GmEJ0HgupAOiBZ7rsHNKZ/D0qBERKN2ibZyfkThIvPj9aE4z3WYEZyNw4JzxVia2aoD5b1n8jrK/ad6Iwi2A88gKXenZNZiOP1Sx5ibx3ltbuBAOqP5Maiuoc1mQGnGEdwmDgRF4eC8WGbt6oRMWT0NfH+Wrqy7oxRURqu+AsL98DgefYy5lH6k8/iUKmEf3Xffu2P+3jklX4DIPQjn+KWT6Is99dTjOC+QAwKh1lZgd8dE1Xfypm1paNzOT9TvcaJ1ll8IDIopA7VsdDvOctMAYpfAyzFdwjIome5xYGYFdqOcHWTyPPZlAOmM4JPBu5Cnp6PPWmzsKZtiSvupAgdjO7gTCKpIKBrIcmdn6b6FjJrg1vll8hEle+gB6ri1AMdPW4rF2AwM9dM0oJA0ATj7KpILDmM3wsNL4dyMT3DeDAQxjIri2uU7Pmo5oYusm88dMTGgvB1ddvyde1CeMA+i5rwZoJI0KFMzp3QL5YjyMpA2yhnNLcgYcMSDRE0iUFWDATfQ5D4siVkWSGUQ83vZgwRP1bUkaYxPamLQ+Cg8msUgH8eOOwO2nrIkZZyeA7HHNWovvbCbZ7kEh+IZSiBXnPkTR+BADaCtZtmK4EZyMee1Gudw+y23Ioj8XLrl5hvTNyHjX0qwfvnllwZ3cxtlr4suuhjUroWSzjLKFCAcBCtnQZii5ElAtW7N2rRi6bL00vbtoeJ+9dVXpt27d2dSM45R5KxoxrgObTW/b+L46quv5I5Unq/lQCVEREfsQDVBVeHeLltR8OXLV8f5OQLvyWRnEcY9xoJx5nxtN/w37VHXgpb4nVrO+ZWXX5GOHd4Xe6mZwIedk17b3Y3Y7ss4iD6aGy5J34+av+dknPOk7tYUBt77csyZUyQs3Smc++Irr6Uvfvkb6bKrNgXJfoK97H7/MNIfdjbWkgweo5GqjEy/n9JnLXZvDruwjBJrNajMxMiZKLnI+4nKhIibPGAcwCf/5lPp6R1PM0eTQdfwqvpxXjHmadliKgeOasNB8pki1wsW0uTCcz19YhzkcwPramBPtKAuIklQHQGd3aeipzpbnV5MpcGnWPq3yrCQM7iyY0Havm1rWsPc1F2v7kgf+4UPpyMHuvEPbWkfqNgrIEWH2TO9x4+QMJYj17EkrV61nmc/nW687c7UW7quRdgiHe/O119DcPo4QQBlLoJkNcVMhO667bYQfBbJGTEYiGrIKAO/n4hzrwOWaxZc65j+UMbzGOb5LgsulaOupksdqf6OwV8F52l4+DRrIql+hIrSSbh4udNU3U9+CXslBwunTqA1jSyI572qgrI5ndmVnBG5zHZ3StbX7kT1ySRffTKue4Tn5VQbfc4Ae7qWM75yxUWcTUrRyHg0gZgNExh4Zg0STcx8vqcQCpbKcIK1GKCRxcBuyeJOeJTM5UVQfZhnK4+zmykbNsc4cUB6UT0B6DB2dd+eU5znlcFrFqG3GmaS47SBqCyw1xd0LoJ/aFXtHIgxkivYpgX6debzdqBtaNBrKa9rEVzQKgEEE1T52fBFQSr1byNomLa12vw1RKczSCJBrWfUCpH+y/3mWSaW4xkpVgs5n3s0KTvTgz4nKKMofR+NINIWqkTjrJYwO9TyprFL2HCCqpj6IB8UW2xjWHTucznymWeIVZrgzYaqQInlZXJhYiryJW9zwUK4niB9PVAddPv6ATl5UmAC7SRhngCp9PsH9h5jnUADY9RbSmvXXMK6DrEnKYkyccYGNDnDNgJqp2O6gcLrgF7es58tgjyO7tuKlUtyEwwo8DicuDnOkPZGqkk885t+4sPnnCTfiG6JUWgD4p9mCsoP1IKc2Y0px0zkRgNKPBHOqh05APkxE9xNKPey6NVkbI11wqtn4sCr7TMzXYfhWhS8jCnLqvA9JHCOcOhnovkhS35UQPIz8hcd0TipBC9PbEauGEFcGJzQWZEoTgmplhlzPARRpRj4jKMLcjxBgoFFXa0dnJIslRux1EoGDirlQntQqijv6nhmKjhIXIeOcZgAUAabELW/G9BmCOPKSSqNshA7tTOUeEzhwpHRPn4HZIvMsIaspYp24hrTPVCxSkXz+LvQ9gCReBmdXmX1qGpj4Kbl0xFUlEVp01lpDrgdj+AiOGWsud1K6vQoouv9W0OPTlW/lHbQAtjVivHsES3AEXl/OhwRBDldeU6bpHOgeALtOmvxOHZRRr9f8PnMAoMjx/MZdZgwm88RK75GHTAPcPD1MCyWgkYJ5EXM1J5SMHThwgVp06aNOLqB9OSTj3NObVeeTRsvRwdpxSXisOn4sTOUmbZG0OYGrVN6A4T1vnvuQIOKzJ3nJeLjIToMGf1b336UPSjaqeyGsw4dcqy0QmPqG6mmdAMqIUeEfejBMbQUbRA9M2hQz8jvq4Y/icPOXbZ2K7VkVKVU5jXwEXF1PTMPMkPxudu2LIyKhv7YsSPxfORRmXj0qXuH0Y6X1mYAACAASURBVJijQ2sOQ27FZQQOh6VxO8cG6Uyu55kHUklQ2wxUX1PVjgFkUHS7jRIEUk4j4HNqMEC9iANPQlymNTTQX9E4Z4gbeDrKBIYFxr6J50t3qBI47IE6XueoI3kYIg4TGHyRxRbWcw6ScCOdV1VlIqciarljVMkJM2K73UYnNOAEelyvo3OaGpFlIHCrqmZSBllf3wCBiHIxBJVNGN7TTC6oB/kYI8BzHQ/t3xvZrOf1yGHkMaZBdXAIkaXzRAbpQtPIO5KnHcfcSYDi7FBH1FjGvJQ5nDsRqe4BHXBfdpBVr6Qz0PbxHTt2wGujLEiQYcaqXptBWyskf+kZ6xkzJh9wF0GYgrdKCIgg+7yiCYHzYvaqXlsjiEkxIUFEbDWyHD5TR/z4JRrnGStkQgzo5B/1YrAbWWO/QvizJPI9QRCi020ERfEMzSH+GTaKICpKghbAsImKbDdC9H9j78H06c/8Tbrn3neli9etSrNMJxFtGME4G6zZDZmHXWtzKwIRemnnLoSnj6RjzKy9eONVaZDP1Ac24Jx/+f/6afZO9EWn7zz7PN2grVAzKH0F1WGMbsullK57KCNLjseGaJJIrgxU5IY2EdA+8JUvpL/98mco+WXZDrvtDby8jioQpIZGbXCWOzKx7WhfwrNQ3gFiOs7WCQwiixOUwsrOQYtQKkO5BGdKq0mleCpNKTOW30i+R0Evb0RY+ZWXX0pdBGOv7nw5/eov/SKBxN5Y/4Nwmp/b/Wp648D+tIDn5/rccefN7MnWtGPnITTrjqYBEuIVK5ald954S+iMiZZtYxKHayh1xeDe/SIuftstt8f7SgA/cfpE2s00kyGQEs93BXyxE0eP0X2aSfzRiIa9bIDDpFBrB13AljDtNA/hXHE87unl7c9yNiZYa3c151qJDmzMEJ3HVpH6+o/j70RL6jm7dFOWIUVBwlVZ1ooTNxDxM+Bz8hnB8cT5y3+0sUyU7tTJ7ihV+/cy0XGub4pSdXsLJfGhmWiAsRlpgOkmIpo6xGH0vAhb4vP1hTte3h4d2atXdSEuzdQbxi7pw21ccDTe2d4xEp3XKA8uJPFDy5Pg5ugR+JnsHwPu/XRl6yM9A50EZY67c0RcMz9Xb89Yva1TIj2BJ3ajxmkNVHK6KfvLx2whKKuqsYXT6oGTF/hc6BKi9Epd2bDRRrBox6pxQDT/4Sut0Cm5MTjcH2VgO4r9eQHK2AFqaVJxbaWJXt31eiBadcQCB5G8cQ+aLJtU6UNUIzBmMVHPuohqMBqvIOSPNMsEVC35gs7I1Z9G8E2FxPvuHTwTTU4IsoUtOcW6i4DZqCegIudZV1xdh6wVQW8b1AEBLxu+BvpZ69rOrGNKN6w+0UqdoFDMvI7iDvEWO2gU3z4UQatAjfpsglLsC+yl9Hr9gcm/fvnwgYMxArPshh//BRUQAy0yeKtgFzrvqhCUc9OaFShCJ9E8xGYJ7ipZ1CaCOomihw/ui26/MkoE5WXM7MOJqbguzF/biPjkNI4TTsQYD3ZS8VEM28Q4Fy9UjDFubhSmPoQTJiKmbdaOjoWLLgKStxwl4ZHrseTDg9CAhIYaxPdwiDyIgNP5uTfqTTZipCqqaD2vYFPxmjICAbkzBgm2VduuS8jAdTBqgkNFaAKikNElH0qZqtu0tGt0Yvi087/UeWMNKNKycehK4Y1HIHHWViF8CYpRj3OcoivF8SgdZAVDQPsevDHa/2ucVEAwWVZDNjgLX47PreZ7Gs9xjCWxbWmSg5w6CeBqxtjZSbcQ9yLyoLGOeYiBFpG9glQU5U9HZAljy7OSrJoR5iyO2udEAjZhcMlERNhoQq3O/XNig8GNKKL3buaioKTCt2YMOqNoUXbGniUJ1s8SsEGrHUSDQ3b56QgoX55rSLffdlduWWatH3jwc1Ga1DHeess7mHbAQatoTq/seCNQWDMdiafDoDD1QOObQVgW0gGmYOvuPbsRMN7D2oynhUspMXBQ1QwKiQqcdVkFgaX7gi4fG2jkT8jDUl9pjKxazoMlteN0CkpQdu10AMMgXEqU2NEWSCZr1As6YVDtvecuXEWH8xw4jYlGLAJmTqOcJQ2kLeAGuG2gf2Vz/fHMpWiYAZs8j/GcKrlGHnhwZAy+Z2gXt3upsaEjiNBmnGbG9Yro4uRqcTZmwJ2ti8PADHHwzZZTuaVfDb1jVHAjnCON08ggZfCYtQrdgLKr6Nus138OtKGJ1IOD34isxOIuminYox1tdmePI1WBbAVOUOc1jvFywpD6S8HnxOCJQPbSnj+K8zbYVIx2RlkbDo4TEjqB9+0urDKD5TyfPNobKEIVJbTengnKLPB+6Ey0FCJa0Q0ZPDJfMknXt5hlHJwtggOfifyyNrygHaZnKSvKjbWJSYe7gODiKpAryxKWd1555eUIfhd1LY9xVffd904Ehw9EEGbAYcnFwG05QYFd6GqxxWxTDKj/m9EaiO/evSdKoCIKb7yxO11EudLyrB2hwcUUtccoKsFiEKgDCYkP9kRRPjMjP3T4WJTWRHf6dNyU702+OiFm98LrtenFpLQe+/LZz/1t2kIn9UVr16E6QKnSCQS8fztyDBnRrcIp9kXAu33HK+kVnNIb+w8yhpcmiT0HeG6NjKC6JA3CAfv1X/lwarDdjtm0O5G/GWL/XbLh8pgR6XiisyQ969YsTUf3MyWCaRg2DBlmmNDZ+LWAoO5PP/2n6cTwQaoACnf24Zw7ouvPBoSTNHYspKTW1lEfmlvOXW1p7gg9LBGFkESgiaGhvoOSz3JeDyJAsmHXn+W3WoIH+9FFCBRz1dYMQHC/BoTt+JEDqXMhQdrhA+knP/hT8Txc+7//x39M2+AiKrZbw/5YCdfv/vvfwVWTREHO/9o3H037QeCUvljJPr395ltiXJNCrU9+54noZuwfOB3Bun4qGsHkqrEeuNmgIxjmKg9x6ghlLK5/Cl2xOs57lJ6xuSbnYwRTTaCt50S7eW0FtnbUKQGgI68wRaNrEXsojYZ2Vi8AhjbSZihV+5et6OBs90b3rd3O8rl0ulP4wJFhZx13RXVH+kMrFRQgIgoqWYrJ2Zg1oOvj+MCFjCsaBXWx8W0aWzc50ciUj172pogSvg7ERySpOfhzlMwJMjq7nC+quLjccZ4XSNi1123AHvWHvMRKunCPkwx0I9hsktXWviAS82NHT0cgbtA2TcWjFrvjfhRdi5KztAv2qSVxEa+xiV78l6VKABkC01Povq1BgucIqLNn2mY5fU1jc6b86Huk2yipUy7YECBPFmf3DLYACDDjjDVsgQdHwMY9GJgeBTW0XC1n1WBuiGCurk4x4XZse09QRA5096FOsAUEkCZGdAoXdy0OXpnCzyJ1WRM2U6g8Z5YvDW5VmbDqpm1WdFzqhdxMVSBUGRARj7Fa+HX95xgxj1x0EzIrdU5wiAY9m75sWCNGGaGMuqgLniwySaNQWKScGWiGSDp+XAqMsYual16X3eUmYvpty9QCT+4jRy/alOd9awjteG9rpcSKHdKnl73rZ//zOSPKSiL2EW5IhyacaTm0CkRIhfc566hOCHCmWZCHHWTKAYXg2gcHxQ69OTYu7p8OHwYJ0z6sgrFci3NlEPnKGO2D/lOF6AAOqh3+SM9p0AlhTWDI2RmypOnjICkMNl9KtE/kfOb0JJnAai6SbhiMiC3GkyXYeI5DMDYqkZ+6uPVgpRo4MA3OTyPQmySCXrgYgzvNBpDjw2I4cNtrnjGajxlxRNeiclzfFE7Qur4bVTkNie/CzwZAGm3vfXKSrIDX2QJtWbRCciYLDQ03EMZWHIU8Nh2E2Z6O0LLzGE6kjAerPs4c11sBz4F4iS+QGA7fnHIFrItZV6B6fKCcQY2iD8hr1rnP4mDlo9mWr/yCcHMWAQUxI2iopSMpSp48A3VpNMKO4zF4UGdL8nD+PbteLKs73somDYyAUg44oFHKeJJ6zRw8qFFaYlPbvRqdXCCWcvcM1uttS56FeDl5mJ9RkiVoW7X8YrSTbogARz22B7/09wQQBgMz6Qfe9xMED/Kc6jF8r4IkHMoZKXtv+4tbkTqgYw1o3cBHnbdTIDTtGPZyZ7JhSCZA9qKZg2utdw4mZXBbsufmKHmzT8sJvicJ3qoJjO1s1hhptEPKhNdUs0cbuBefkfdhV5ziqRMEHjrb4KdhCO2uUzQ0eAW8VuMRTSmUqdV2stlEhWqv5eiRN9gjPAMMQFUZfDUOWx2Zl6s1OSGRF2QKXkctIrsSWOV80rYX/E33sM65AadgE0UNAa6oSwXrUyn6C5Jh2VkEz66lcsrOzRCso8HBTtAeyMLsvg7KTTDXMPggfmSubYjcOhrqHM6i0TFGvLavx1KT7Fq1/xCRJdsbZj0d0aSBFHa3lBjdVuyDbiYGuG7Rgg4CHWXBRYjQgg7JpdH49WGYeijXtDTJBeM62lakN3YfodQHioTNOHH8cHBRghsoHw7jmzmotPmLMIQ+URcB/U0hx7GNSQDve+/74YUtjtKGaOT+/fvhtC0JRM7AWN7MEa5NbsgVGzeH02rDLjQTGGngfH/lMwxAm9nHnsXDBAa5a3yOAJDZuTzL1avXRjegz3D//n2ZC8c1iRJofIvmJgO0w0cPMRcUbhdrZzCTub2KXltIOhfzg6ODNKRsqERQjquxPE88ZaYf8igE5iIMu17fnY7RQSZC2IptqCYoOEaTQScBiEGsTR8mNM88+530OkHllZuuTvfedz/Aa1X6vU/8OXpdEJUJHht4v1/56f+YWhRFnSYgwbawg0JCR8RGqaA5k2FKnsNw2rTJ8j2jisGaqH3ZQHn0N/7gf6TD/XuQtJxi8P2J4DOJFngfZ0D3dCDj45TGeR4mk5a3DHotY1USZNhd2NHOzFTQoya6BZ2he+r4mXQNUyhsNnIago1TIjenes6kFQTSBluz2OAqnNgwcjULKEdu2HBZnAXLRr/1ux9H1kN+njSaynTNlg3pHXfdSUUDy4YDe4QxaSZO1eyHjZdsSBsvuyLsXi/Nb/IdF1Kyd0TTM889HaU9B6XPYD+00dqpScePISCMKAXBLxxrEOosjIutdnak+pQ8O4O2CdbLUVucQmwDHDGe9dHDp7LgeIVTUOjW5hzlRrMKfJRznyGkw93UudtE1tDMviPxkRdliTfNdIUEhDSSRvi6Dc4sxh5H0QR7dRrR6qg6cw0GSaL6c9iMwYFz6ZWd+6LEamDZ0bUg1ADGoHE4+1jU69bbbgju5f/P1HtA53lfZ54vSBAgOkCiEABBglWsorpI9V4t2ZZkKZFje+M9sTPxZjM5yWSd2c0mJ5OZiXcmmzPeMslkXTbuXZas3kWJktjE3sACECB6JwoBEMT+fvePb2Y5k2OJAr7vff/lluc+97nDNCLYCLNm7SpsiXbfqQDYP5K1Dvasn253gy35vRehrYyi1dfVBdIGolSAvxkZQ7OTQET7r+yOfsbzafXMMVxWANZdtZwAuRuOcapaeG+m+V9RQxMfkTrXRZRTvxZ6acrcQCEIsWH8nGPivJsTdM4Wl6N1hy/o4dwZIPYS4EuL8LvbaIiphJco3WLRIvnlzOwlCDx7ph2bK4CERh4yNioD6B+ruM/yv+XuVtDdO4R8jufVJgfP2QBovRy/S6C2znmWlzg9Mxb2bpxZvNK4AlWz4YV75H4rleMZGegFvcYnmJRaUh/Cd+hfC/WXND/UYmO48WBExkbDnPnGCDYvoTcXf0B4Bwn+qzhfCmoN2DjE+yyrw+/yPPot7Zg6kKuanbNczOzrg4zRW4+tGUzUrd/9i8/NDfCQsuQb6I4SXtUYEgxyiko55ETd0bnmTETRgys4gT4i2VoQLbkziH5iTAeZYq+Tq6OeLflY6YmLGLI6iMR2oVgHlrhp6/MYKFQll6CDzH2GYLEPxEpio6S+BBtbLhVeToGJEKZk2ksIFMaAWbtpOP/lRLILYhMc7+C8NwKgucYgKo5NcrksBdqpScAjaCEEexkUMAIkysCLEArNaJRwnJUwe5TYdM4EXLZfa+BEsQpBM0a5aJaOLhMpcweITyFesplDXecJFu04ssRg6znoBYegiGAj+FlCBpLlXUAQoAXAuhNozYyxqZdZ38tkynK4vMS+vyr+8gYV/LNDSERzAUa1aDFZg2rOXD6J6cx7Cb7GItbT77HkLDIiD04CbcgiEPxeIcNTMFMD4BpZ4hyiXd2uoCsY+MvRrOCcTRwyn+1h1bHp+LpsIccA5rFuRRJPRWRjYABBKkT0LsYW9Q33BdfL8qKk5Ou33ZJtWLc5grzOzrO05L8eWUweCOODDz3BGjbw7moBgVASXDq0/e0338z6uzpCx8h5gM6SVbJiEUjRlJkffx/8BNZbcrkEZ7l+VVyyy2o3jUjiLoBXhMDpFMEBkL1ws+iQOn0VoGw6SFY8ytoqt6t1tBh+5KwaegRiokEOg9eBBJFa+ZN5zoglCLXl7JK+yNlWvFg+zQgjmVwbnbKoU5q64MQKJR8sV8C/48yPMfPTFnGzxcUoX4toGfRa9o5RYxp+rLbGWP6fwZ9duBVkqoWUGezwKmA93FNJzYWU9cftggN1LKaTNEpYXDE1pAbMFm1A4Ax6LgxGvFN93cNBmnfUUohrYjSVLLBTvJzsWaFrEVffWycgah2jcuimamLmIm8R4pJKnkhNmJkEWYIsPTgwSrCzmoQviwYJxSSjjR5DZQI4iKGRg1IIui4ftYwgXuRGx68WnZ1kVzH8+w30+qIbl721gWfLpnURwNmQ43m0DOKAb0uyx4+fzK7eel04lCGkJBwMbukydP3IsltaWuCiNQWyuH///jR/ljuo47A0+8QTn0UepIXPpHGAz1YOpGFZNZlvXfbBzl3Zww8+FM/iWsmVVMdr45atgfxZrrIUN8Yc0JUrm7IjRw9hmJtA3uUCgsqARM3i6H0OebUivDqSAu7YmdOt2atvf5B98Utfwtn3g7Jy9rBtfSAVTc3rsi6Eip9/+fUQf73r1psZ67U2SNtlBOb/4f/8LwQt+cyXXJndeM3m7P7t14IQ2ekGUmA5nYafWaWRQkqTEhNJTwN6USM9Z7IVkMVFu3KDxm3qKqbE/Gd/9T9lF0bPkUdMB4ezobEJ6ou6Wxnv2JfmTqqR5biv0NbMCzkPhVotd0Yn8vzEhHJsS8woJSM1QFexX1TPDtCViD4Xs++WbnGbYYMII1gupCRUy0dzkGGoMcKt+3w/wRdlUDqm61dWg8gtzFYztuv6a+8iuSEI5TvfePNVglM05wjKtmy+Ntu8YVtUGiJ4oKSbj9SFnKif/fzHJLfYSht2WH9FnRuRrohRXzbxSQkhELZycFneD7Z2qVJFNjHwrIMkDnWcCRPFaaosnUwNIY7he0iLsLGWjxdx/+WfajQ8S07KcE5zEba+gEStpNwmDZA/Jypgt0cGpQwZWBsE4y+wm5YYVefPIcXanwqSDueMagPsctR2dMDFrefM2u1o2UkpKpsHRe1NQnXoatkpV7IIQxf3AVt7gUCtgO82+BtDRNsB6NpUA4xjiJfrmiwLC454ps+gm5d0JDM4rEsCuZ6GDuH7mUzZPCP4Us3UlCmapkSR8lh/51LboDhFJcdqglwyCfqOUrRTe3ikHxFq5gwTNNWR/Pi8BdoS7VN/RygnOBfV5xskmLFxTP6lyZNJmCj6CEl9CcmvguZyl4vhOF9o1//LIUytZOVqfOLnDQI9a3ZjXiJQt4KonzMgNkhTnkXdVhsq7IS1aUONNmWjTNCUSy0DqXdvIwAVtZMG5pgqOYegrAbCoqoNJCMGh/qV5XTPOpvUO2W8ot9VrDhGW+IH9bMX4WaK5A8jeyZNx2TfqpPPoN0qBX00iLcZSP/d3YnwM/Y4/PPX/uaROXVfrth4ACxYRODggbD0pMSAejEzjI6wZFPFQltedJaikwhmyZolkNuxUrukMeBFP9RW3/PA8yI9TSvWBLIxN0cZidLN3AybDILlZZngQ2dw+CMgYy7IOIZFAp7dSY52iJZXNcucF0kWtASdmxDyjA5Lgxw6A6n3yQ2T9LekEoXmBQ3RFtsDumC3xSVeOGQhKNcSvuE8QRYcJktGaRlNoqOTEZR6iOxAAnfwjFJXpbwWicGqWFv7XwFZ8zK8gEvU2qflwHGwbHMvJDA1wLzCesg54WoHT8QMZYpfjs5V/raYwG8a8cEpWtj7hy13qWemICu180qIjmQJNhUM9tpRWhx8MQnuU5d7Yh6kqIdD4AvyyTq4oJN0LGpYrX4kAV0z6dQ5ad1/ZsouQdhQSJEYkBv0iLhcQn9KJzOrzAVGTWfUr+q+ciwYbTlTdugWc0BLRfqmCcrteGTvLLdcg0Cqgfkvf/ObuMCSzCc5sBXFtdmD9z+S1bL3GqaWln2QsD+JktkStJm277g/1uoiul4x35EguOXk8Wz3hzvTvtiBGgpvwO9RyrS7ajQueClZk4GxBPti9t2seFy+IUhbyeJ6jL58HTvvRNXg2HC5RU3lWxYLfURQkrqDL1Eid38nQI5gJIXEg+dW3TwdkUiTRkrjpUaQXAhRs1hDftZStc9pwPRfu475vXGQY8u1hYWUel1rDIJt6n0gDWvXbMxGeMYR7smE5PwmSqGcDRG/ToJW5SAcGj7A/ovM1NDY4Rga5Thm7VTznQkWlZuRNC3PrJA9FPEuQCZkjnWRa2QZV/6N81LNPhcSUEwQUBVjfM2Sg/AOsbyPrFau0wAZYZXfjUPUkJgUKVtikqZsRhPPmY+eVCnzIJV1Eaedld5A8iFqYYLXdlZC/6pUquaPXE/FJ0N4meSjCERDkvjq1Q042qsI+Dvi3++9844okfzf//Ct7M+//hdBxbAEtZVB4i2nTmRbEGs+hyTMtYy22kfDgQ0ENhH1UOax9K0em1wmR6CJdFg6SWPdCBJt0gmEwLE6lOGjE3Ahos8ng8dk2d87u23b1uzkiYORhS8B8VXvzcBenmYNZZZLamVJD+GOyJf0c7RzBooGb0pMLAZlioHqMRoPkjRnVQ5fNLtQAx0hQNYRfe9HP0NI9ybeZwu2kPFZOhiCgg93f5L94Ke/zCpq6ikJPkrAtpLyJwk0ScwSmpR+/uIb2c7dlubqGUv1TLYakvQs770Ahz+FPZnF+Q3bHOAIIM50Kfd2MWen69zhbB1Bd5R8sQ2hJYgRL4Oz9W/+47/PjrQeIolEPJYAW1mUXjiLPruITSc2PFB+bInvYbOSHNSG+kacSBeoEu8XOpWOr7NcruSD3XUkegRnkWCSrBT5LPApDdDncMjFBO89kP1tMrNj0JFLJWXV2frVG1kT0NLjLSTJl5hQwKi0mjQzcvOGHdnV224OwVobY55//scxD9N7sGnT1ZTQEUq2KxZyeT+8svc/fiuI62UEbdM8czkNIlMEh9MxkByuHcG062EDg+UxuxItl2lPa1lbz8sQfk1tRztjF7G+nUx76O6+RPKG9p2lYgStS0udUCK71yYC0BS4LpMEk6pULIfasWQJCCoUh2lGMc3YhINUj6OtDGgLsA9TJPX5JDTTdG4OU95zPezAdcrPMI6+aiklSRJkbVV0VM7P6DRJ925ry6ZI8kt4T5PxyjK5ma6nHfbjNC7hh9Bay6MS0tPjSDyQeJ5NW+5dOnnyHM9YE4iRaKz2TURf23cWbuGKFcsiiT3DdJpNmzbGmfe/LbCkTOkvr4hAAm6sQMYsz2NDY4iwc2cqnNDBsxnUxF0kuHXUl93SIY6L7XEdRWGl0pgsDhOAToIYGzx2w9P2TElN0CYr3xI/T+PDVVcxSo/kVgkldeGkRcVIKKkvfM8cTRBVxAtWlkT6g5MYgvRJ7qOE5rfg9FI5MiYQNBL9l0OXYgIDLpIgbRm23kqEgJVjBaUIaUe07wtZB6VmrLaIUF+iAmgCYVesv+9ayCc09tBPzDjrl+CrjApBTDTCfgtGXKREamUiZF3UTMSm27mqhIoUhJaWjgCjQoz3K3/5wFwX5YZKLlo5B94BxqJDdmNEuzSRpgbQcRzRfRGyFHboWA6klEdXhhFnOTyXQjs9+CYXxVb7JpSGq6uYmTbLgbjCd1RKtifCVOYCSFb16UWQFvvJymPmJS+lNpYaY0qLmNnNgYI5VuIyG+nCGYmaBeosdYbyt/IJ/OzAStE9gRHER7sb/eeBvtSBYnOCQZkjIVJbsC3ZJZG5x3gXAkQ7OkRoSigH+Dxm6P6d4rNG7QZMUTYiIOnvGowy1SQoTyVRvlmem6mi+yRBRhnlD2H8atCgIL3b+xnyafKyOEi2lBN8XZzAOSN/YBlSiNuL4DDb3PzDDoQEhftHGDViudbsp4j3lOxtO3BXd1s4BzthPdg+o87X4KQYQ1W4iNIPhyhfUUjbAYAcdS4a1T4OvQenuXkVhusKEDmk7CiNSxSFRMtnzQDZio4St0Sp1jF/oh6bN10bvKOjaC3t/mRP7EkdXXgjcLEm6TL8wjNfCp0jL8T7H7wNERjyOc6ipmYFsPh6HATcKYKT4wyDP3r4CPwQZuFxkTWUBk6OV3I+YCnPq1NPlxfYHSRRbqKlfIOnGZ5RziBPxjtyfslcJdqrTFXhNAPOcDWOeCF7NcplGSfgLnfoLqshmjQwPx5qTKV7MziyWC+aGarcBg2fXBPV0XtAXcxePZtFnB3Xzj1RQkDUM1rbeWYzwjn2VkPrBBHPlE5edHeMMkdba3uQjQ1+Fa9McjNJlHeMsyPiULgwyVSMDHdmV21Eq4qfNxBzht+MemkgYKJVzkOUM3H+wrls1eqVYbjUBgwSLufCEofOsZigyXPuHRAB0uBrqKf5nEusrZ+1EDSlv4+mE+7EIInZFIF6TW05mTUjsShdmxxpCOW5WFaZJmsnWsjaz4LUL6hgT5tj0HY15e1hODYmV3k6MZyZ5ZNiAsJqkIzHHn0oHKrlkrMgXk8++bnsB9//EYlFVbb91tuyt99+m5Lo1aF7bx0OhAAAIABJREFUZaZqMC0XRcNvYGEi9OMf/xR0rD57GtTMjkXPiojnCBw5kX0nd4jgWDaVoxiNBRhPHXsL3Yo+mxlwy6mT7C0dmATNfqclHksqOk67VZUHaW09T6liA/eSDnBsWx2NDPJ/kpQPqBoG9zIBlB31ctQcBD2C7ShlHU1GTYAm6IjTnrzxDqgyJaQnPvt0OJRiAoW333or+/DjwwQl12c77riNNbZpCFvrTF1lgQiWPmLiwU+ffyFbQsD0qYcfgBu2OioccwSwU6Btc5SIonmO83nq5NFs3aqmaEIY6kbIls8zwDVg847NkkzVwDf8t3/3t9kp5FYGWTO18VSjdzKByu6hzUWic5n10GlbIjLYly4iOubINctg0hZE5a2KmPwOE7D4PZaa5TWpA6g9VDzVkpKfq6RTmqxCUsR9tNP92mu201V7E0nALGX2IzQineYgT3FG+5JMEvfh+utuybZuwe5wV86cPYG24/sxU9LPlIpQB9IjUi+dogSi+xBNQTHJQCkUpEusuqgo4Cg8g0mRZc+IDXWYiuigtfRmojbNnZc7eZJuS/e9gEDTZp/Tp7qywwe7QY0XMGi+OSunHOqYKf8URCOcAZiNcg5NBzEBTTYwsCStmLed6yafip5bCqvgO4bxrYO9ymSJ7ovAK8lkyZ7ybhX3laRN3+fejhFgKr3VxuSRKRDD5Q318A9J6ItqI4mSGyeSXVxKsExZXF60NJLRIfinncP4lZCrjwRHmyrVxACyBPvmeL1VnBv/XnsmhzWNggO8oMrVuLwumj+62fsSEC7R15Jyu5EJQuZFpuW76y8NWIboYhU4cSC8v2sZ2uBKxQFjDW1USIIQ1Cu7oa+1Y3uUn9l6tVx4uagK3So5IsplJzNnmX2U/iNHrrx8WehYDiHyrN931JvntIxn8DuMERy5lk8gJ9o3SBAUyRfvKCBSie7eBAlmyfwEHhMIP3cJAJV85hCQ57xqU5RAi4k0QZ+BjqPqhDQW7mk5qKtrVbBAX4xhwBAbFPtZzum1q1hlhwgKCdKlVBcSY4gk5s9PMgqkFht37jzd1HT5q1yln5FPf/RoW+i92RSZ98TXbpjzy8wslwHDip5p4K7Zsj2c5anTB4PgWQ5S4kNXKkCHrb6MknE+CIfdJGNE85Yp/L0KkKRz59poNV4V8F4pdWSo2Swc+jbQjTRwRqjqvSzAgE6rrs6FTnpobjhdEuiT6JTUTDG6VPDz8CfHs/qm2hAqtENuKVpNOnYDmvPn2+BtoAjPIlue8hI7k3EY7SIHtkqQTUr5TgyghYc/oSXj+AwWwQMxhFimQ8ttN15CN4lBU6Xq0kCebnw9Zd8JylzLCBy8eOVIIMxCEC0CUXGAsJsbcgHlSdPpImsX7eShgI0zkdjI8xkAaxQXYTScA1gBF8jGDBGyfBAyy7eDODyH+YawMCinJSy7ZvuZg+fILctPSR9qGkMrYRjyNPvn32tAzSquOJ6Jw7MAyYnQubPdAqPpH7slbeNXx8fAJbSlIMCPwWULdWrLo1x+uUJyAgeR36jhsEqMNfP2cn3qkaeyEjtdCaIOHD2Y7T+4nyzdzkn4TZAmMzKKzz/7bGQMBi6/fvkXwRGIjl+eux9+SCHfOwkRWIMkxM7xB81ysC6OAOPqjEedpu9kMcCgWPRPeF4HqOizbfkqbjv3VK2+HjJkdXBKea+FlrzVRJO7NwH6RRDbioEzuLSjTj06qF+B4NQvZ1Yj801nVKBm7W1iqCRocE8VVTVo8LJ64W3WGCa7MiAqJjg3q7TDTWciHyWNL0nyFrlZt04qWL9uKwjFRT4bjgbdo2b4VXA11EY0QDQhEbpvOdWKMeCfKRlVoJa+rIEseqSds84ZJ/hJ+0sQSnCoUGOUQTHoBmnuaXQthb6hiQKlBgycw9dT9ishWGFghnqDtBUwM9auXIMjOUWtZ8joiDx0Wk0IaFbX2AIPZUGEBILx9BRlUr6rDsLtmVNt8IIgaNN+v2LFZs4YM0zhdQT6LReIrLyEQNokza5F+bAG/u6huk3r160hOZCrwqxaOgPLCJQ6cQj33HNf9q1v/VN0GG9AiFcNP/lQTU2N0ShhcmIAugvB3U899GAkByualwc3TmTO961ZBgkfO6KBzGnttYCwPfPMM9lvQIddj8U6a87zcWQjDDSa6ODUaF6ghGpguwn07vixQzEEe8NV26JTM59zMwgaIHfSsovSFr0kJJfhzTqBwS77RZRWDx0+FiVVbYs4TDeldUeitXWczX768+eyP/wf/4TAd5xu6neywzQdXH/tLdndd98d1QMD0EFKSY73KhI5w+ma4H7zH/5LVt20msBlQ/YoQ+PncDy9cLnkkxUUoATPSTcg6uk5HxzYpnqShIEOZFFqQOWStMQwSHAJEhFLWfM//5u/yvYRtNrFplitDmmUZqoSSnIGNDOcgVISmFEcquVmdaWKsLORyHIOy3m+MRJT5YqGsR1n6XSVDyaKYaCvL3HPY4Yvjk2Khk4qBIRoZrApU6fsHpWCJty2484oE9p9+tHHb0OQP5OSD+7IEB2Ps0jmPPrw4yBhzJ/lFpwnsPvk8IeJE8XdVlrHpL+APVJ7UFQiCYnj/ORnc2ZM0g0EpcpoN7173ru+vvYQdlYCKJItS6bYz17K/wrzOtHaYGFZ3aps7+6D+MGaaFAYgP9VShXDwFwem2LQJqR9vR1BeI/Z3JwAqxChjj8/YcQE0vcSLNDXzTI+qa+XjmLW1NJ8R2tntmnzWtZKGRinTBD4hXAsASEUidazBI4gOzNSeZTPmi0OUV6DPu2s0woU/5Vq4qzQkqIa+Hi9+LIFofLv2thk6F2WP9bQqP6l+o4EeM5rJdhyMoo+vxZuscm3gIKI6ynQuTmStXLuro0PCwEExki2i6VzcG9iZKPKAvhnZVsMjqxe9feBXKom4VB7El6TpkVU9kRy9btDosrw1hzDWFpGFQU7rF+2S97EQfAD14BNBFGHJ9jXSxND2bIowba14ifs/CS5ELmWv2ZxxQauEbqopYvYGOWEij7oYN5zxwga0C1ZmpBFKSNWoLRH2s4RqDAi0EHREmCK4CppdzrH1oRQdFU6WGUld4b7NT5s568CuTRmETyGhJYzvYtFnaEUOBrM5hfsoooNgyD1iUtMcqs+KpQv6TL5yEFNYGs9ixWVtTyzlLUkVJ33wBc3zVmWMjipoo6quJtEY4MRUReDtrplbHKMbJDOBJcA7ZCpsSIejtZajG8RROvLEO1CsJXg6MSJk9lGuoQc22QnSxEXaBQdM5kMkUXg4IQ2lyDAOmDLuzpQZAQ+oKXMIaBJdVi8NJJbrXMHzEnJrBTNGeFD5y3qSI14jVoNED3Y42MElhxW/9QvW0kZZTg2VVHIaYV77fiIXum5aIs2dXSTPABDBFYepB4yzlD5J6CTLyC6YyPEMmrgjt6RmzNBdC94Z9ec0XlOQkPtJTlFJaBBIS2iVhFyD3VwA4bhQMUfvt5go4pMdYyunRIgbeF6wk0C3hMYAcifEpvZeBFNh3LbldlLN1odBtJDI2HZjhwPR/8A7dhE5gZUqWNK7bQk3qtzlq/kn5gt6XB4Asog2PNsIwG/qiNUmt28/bYY/dJHoFRD4NpGi7FchWoCXJHMchBIDZ7BSk/3UPbE009j0EBVQLaOoz6+d+8+sikCADIj+Y0N9cvgD30mjOoVAvNfvfAzzpYK/HnoPVHWAqnJV8AYxMxgoyouLJw+uzQJytTNMnjQwHgulR3poXXfrH0pAZWdeV4sz43cLcfPjHFxvPiiOsMEuc5PBAMjbxCahjugwQqdvdTxM0JJwXNT15DmSF6Ei6TxGAUx8DyH3AEcDbukPTbKmMgFsyFAHpqEfzOqQj7Ls2UG7/OK+qpNZYBpxpraxSUpMyePn6ups5mCEjZGTUPoGQ0Fck55Gwb74rCzJmmxB2G1RLJ8ucrcDIhnH0LgGvVynUCohttRjHO0bOg/W2L02VMikYSRRajM+rwvBuYSky2nWNr09zR2ExjFDjrLDFaXEJAMj0EKnr2IphwD1NnTUbuy0COLGZZ0SNqFNzKI3hVNECNDdM41rsr27D4QSIwZtE7GsyLB11K+z9TR3gaqb+MIXZPR5DEXorTvM5xdSYJmuggNugyo7XizpPKvv/71OH9vvPFG/P7NjGnacNWm7Ec//H5oPdk8pAZVJFoghuvWro/Awu/79re/m0RuOSO33HJLPIvllWr08AZIeJz7WEaQoWMutkvMSRHcGZML75PnbYQgtx1kw+CkFoesBEQTEwj83MF+Eh8QjT17d2XXbLsuawGZcYLDlm3bonvVM6MGVw0BdcxZxeF853s/zJ743LPZD3/ycwRiT2WP0Wxw1y23RdfnZdbWM90Ady3EwjEWvkshju6v/u03skG4Rd6LL//2k6A+J7I9aL81r9mUPfvs70Xp0v1uJ9ipp5OwtmpRdu4EczlBVeRYeTa6cFhnGKG1Zeu27KV338x+9dbLaG0O8/N1QXOQz+WQ8raOc8H/oooW3DEFjJ0k0ME9Xbt2TaDddrgrJKqq/xBJjPSWWWylUyvs+K5BS6+UAETE0sYLEWEVNma5OzYQ2YlqkGrnujymKkpfd9x+X0iHmCDt3Pkm4s6noxFCh+2+yHG8+ebbOUNOpiCAaPuELlt4i1R8lCWRC8YQZIIO5HHkn0bn4xydq3YSkyDxLsF/BgUzgBJdE5Q4yz7Enit8DoQq5cV7UsI98L0UX7USJFJi8Kisg8m0dyZGO1EWNgBdvXJNSJg4MlrkV1/keXbWqgH8EsrSOvMi3lH+ckwjgMd6cUgeM52S8nQN5EAfo2RbANID4mbDy6o1q6MUO8aaW0FSLLkcaoxJoh3dfpZ+1bsXY/NILg0Evec1dFW2tXZFUCL/uoAAWlmSnOxNGpl0haSyM9u8dSPvqdDyAsaC1QXiWUiHsRSYKriQPXD7+mmE6qPcWo0PE9mXvjQNwllBR6lzkPV9+s1yKlT6NvnFSm5YYVP+Z14aDRuZ0F/5Za00/cjrtcMV8x9BdQZC6p1sbJJbV5QdP3oqYgWRu9ZzHdw/149nB6Swyic9YoJfNggTUTVYi+oMe1xJ2VeU3rMUcjz6ZwLXCJL4+yr8nF2oRdgBbZe6iyX4mEQ7mo4u9xkUDWzqc+a6f29jks/neCxlteY4OwZlxUVVQb9SUkgun0mM+2mfZ+jVQeGakoOnKD2+apQ4Q41AJ7S4f675mDNSsc0i96PIvYhR+v/zbv/cGhI2yiNkIEbDK1fWB1x62y33B+J1/OQnobtiRK0RuwRS1QOpuTCPuX8F6I1RbqxvqM6OHcF4ABeXASW3kXFVkJXLf3M0j63HQkUGGos4oEaY0WLNxW+lG8NOJjueYiQMpGWja8tLwxAYLQ24OGZcRvo2JBj8WUIQBZmZnykmybYJlXB1b1xUSyoSDxeTETsk9xyZifBpL99nCclSksZIvsmKxhV0pHGg7X5hgVWEVqE5BnJjRJXIUAF5KRyjEbKSGA/iO9DhZIlYGYrJUWvlGFyyUrWcNGpLOCR9vSCMvL+ZipegFBhaHpUOf1pVdzJES+4JpTHQsuQmWVXEkCyR8pmdpGOWenA0Gk+DMR1SKEDbEWj2hs5dGSifDtpxQ9M8l0LD/rvISnSMcRgVjvR3L5MFW8Kl5ZCfK4KH9jhrWkswMJq99tpLHLyBGK5chUTFrTvuALmyUy1JPxj0vYgYqsHPZ59+ks/24E9mL734Ck0qg6FZpFN2hIhn4uZb0NAiE+nqPR+lUidJDNCt1NtDKZS9LXJuJgZvjEDgPMKacgjDUMJlMFOPDJiAVsQzBJ1x5holu0z7QRrkJuUmN4iWyk9UvmYxl8GSXiEH/wo6Qflwf7rJRpevXBGXeIS1cPyNUfQ4gSUVgcjuLhE4yn9w/E1IMXAeDKbstDSw6MHx2QHquqrO71nWaOT0hux+VBxGoxA8NFAskbsGmnI6kMiQS7Z56+oQvbx8JQWNU3BaRLA976IKfXAaY44ecjWVS0hcyiiHoqdlg8dFgoEx+JAVqOdb5lOEM4w/a5MLkuTPiBbpAHJacyYn0gI0DDkhyR72QINlKd8/SbtPvheBDKNnhphjaKnrIgT0UEanGcYuWHWGLLtPTsBJPHGOGaI7uGPnkQDpY9/rInAzQFlMqd/gUWe4jMDgMJ3D2hpJMHfdeXvYFVvZr956DVpcBxkmvy1Q1J+h1m8jiLMdf/fLXyJAOQVScC7+m9QHRZkNyj/e/UG2g5mlKxDBde0icObZLdfLD7FDrbu7Gz5SZ9xv7UuS1ygi8GI2aW97BNdVJKpmxaImduSmcT4kG2gHeocqCaD9o3ivY690ft6ny5xJ74pIhdzV2jq4vpb92I/g9oCEqOkk6dS9KODZdqM/9+77e0CTi7Pb7rgr7FY1dqHQSTFOI3CaCw4geGTs11nGVW3Ysi372QsvZbsPnwpbsZREWa5mPd211990O2WtzTwrg8ZBzBxTNDHaw6zJkuzY/veYJrCBbmS+H5syLQWFBHDZyubszfffyf79//V3oUc2hxEa53tNXBvhMeVTLtVJLuQsRAIJqmNiaoLmyLBx+V58Vggd47idI+1YnoVwg2bYW22fpcn66gbs7ChBU3fiWXJ2TCrlS68guK0nMPROf7LvUMzwbQQF37Hj9tCJFCR46ZWfEaQw6xIUJxpkWJcaPvP6a++IALC16zg+6kh05V0k+AuEhJ8zCMiJgwcXjzKWaEY7iO6aNc0kQ84StckM+8NaqrivmKnJrqhYkobRSSILxFmqwN+YEC/lXc+T2GjrRQhFSSStm9xrG2pBX06DXir1UV9fE4mu3NtLBKHay9hTqhx+TwjMS8bHT3V3IH6OnZdwLzccqxEiq1MzjoBTvglNP0Wjg9+NDQA4KWUtROsTh1m9MUt3qPZzR2Y4407zyIPDdpL7abPDOBWhUoJFkzqTXukYrr10AYNdk6fTBJzy/izlbdy0mjXiZwqUTbHCom/TVhsriJYtQG6nM4IUgR8b6fLwQwIUUkJEpWpBxIKyoCYnz2aTikGc9lREzEqaa6htlz4zLgdOcj4r0E3l5jICxf4BA+PulhGMIznEXfFu94Nq9nSRXFPdG+pHsBzajtxtA8+Y8qMumg15BGaJz43WpKioyCoJlMhxLY0myrYU4h/zWaN+JnJYSXEMVojY82zaAUEOE4zloOkmX9psP0f0zT9qwdUTZNrIOAo3UX0+2rqDltVF4reKSoDlWjtWlcWx+9/9MI4x8FeS5BI+24kZwVtHmQJyUjT9LAKV6+hAqQGAS/Ag75oH6ua8+AWU0R57/GGM22kM09HgXhkRetH6qE0blSuUZ2RYjbMYHiCiRCtqAj7atddszdppxVekTr6NB3gJBlvSenGphwwiPWiUY40iIOPyiBgU8zMtzDGzJdHZox5KsymdtQHZ4aNHg6sgWXRwwFq0nIOY18vLj2TrmMHnQTJD9AIaFKmf4rgcMwcPtZG6WdE4qM5lkBZRJcuzwXGRcM1hryUjVKzTQO0gwaflTdEhB1HriL38gzgIN2kJC28WKHLh5RjG2dmFCm0hDIMIi+LDwtw6HZ1oGY5rUSFaaKyD2ZjCrHb0+L6WnMwclHwwOFRgL421shnDUR3MUQN51EBoTNStkdhpObCMrr/UVm2WZpnQdmczODh0RCAxZ5N9tR06Smn80bAabOhQ7ERU16kcYyNKcvud90JeJrhigPePf/Q9yL8bs9tvuTtJRWC8PIA6HstWZvQvvvwCmUpB9tDDj4YR8qC/9dYb7NVABC1zBJefeeIJSo9kTLSef/8H3w5Et76ugc7bJTGmY4hnuYzhKqQELh9IPpsDi6sIGOOyYjzsBppD0sW9FrEKngV/59D2SsrjvptGIWaskhyIcBhYuI/y1CSBF5HZ1wEza2D9DNdcxKq3h8/k/a9QLplU6NCRbKC4/jcjz2J+NtaNy2jpRFKyQZIE6Mi05MtRSrYc6qQIA2ebJWbI+p33p8FyrT3Xch+PHj4bZ7MCjTeRs+IyDZ3BuVzB5uzA/pOBonlf0liYdvS31oRhVnCyoQESM2exu2OYf16NE7qQlLYx5nZZr0FvTATaQNTAQaOsNIDn+L+NOkvjhUwKRA5NAkyozEQ90ytW4NRAdxJcT7CFI/X9JPwrXaKBFU3yOU+eAvmEpD+Ks19GN9roILIlOBwnJ9QQ7I3BhRmjrK6sjeWlfEq+EveV3mluamBW5D3Ze2+/E/Ien3mSkjvO0uz1+z/450BF5NQ+8OB9iPBuBIU+G3fRDj2NmZMuhgYZS8Q9WkHZ0MDSNTt+4ijCqZQ4sROPPfZoqK3P8o4Gc66BqK7TRZwTWUtmrr1SA8+7tG79muDmzljWjBEzZuEkW8wX1AkYpBjEyANVg6y3h8SW71NnLCGl8EFBeg3+dTWX5UbiEO1aVlLCwH//ocPZcy++mT3+6SdBjW4MJ6lWoRy1Sc5WcINBqkOvkbNz6kwrs0VXZb98+Y2snW5cqxdNzC58+F5EqUGn8rjjbEV24uSpbNOWTdxFJJIgWWdMEzn2ya7stptvoDIS/ZpwOrEhOK+l8Ht27f84+8tv/HWIKIsUiW6LepSD3MS9I2izIcYORWc7BocJlNRzISro/xroOBi9n3ttuU09Te1xA/axgRL63bffExIUr730mxAZtXmhHPTqwQc+zXc4J1okOI33ayMoP/DJxxHIqfmovI7yTR9+/A6B6/GwOQ00gj366GNhG+34++WL34tGLPlc/WhSWk1xJqUOPBprSEhEl3WqSjB4npRg0J40NS2P4fMmzT0k82WMXvPedSJbYrnVO7CCkrycNG2/3ct2WrsnEaQ6JUWBB9azBn5qNCQpDYPdLWXPLfnVgXguRch1EhmsSc7XHIH1CBw2Ax6bs8adAkQQXUjAIGdJHU5Lcd1wpjdvuQpHbmm6Idu7h9nMfFdMAcK2VMGrtunDBFU7ZxlTaZFL7L2Dx+XqyUszIT91op0g2AoDfhd7ZdXDoFJ9O2W4pKMowCuB3wDV4MPu50YoI4QRIYZro4D2VppRFXZUf1pO88hwzwQyPNhxAs1aAuUVzcynlbvFvuona+w0haTvH4M1hZYtk5vMjspfJkaQmpBEhPEDcLAt1zqUfhXBtWii3FHtmOvq7FbttdVAh6rLtdcf1oFgzmL/TEzlj+ojSrnrBl2hqmBgRTAkCuy80QrOtnOGtZuWlP0ckS+7o40FrPLZneqdNxawxCmYInhgMmzQqI+xKuZ5OHumLZog1q5vjMarznZHWKnCQIWGQKso0Hs5sE4josGAcqfncmAIVBFbYU+AwvBq8FnRqCBBL+EZ5Z+3cP8bGtZChUqcurzbP7NmTlLkU09+Poi0nV1nGbeyKyJny2o+4AAX0mxF3o0lHXkAhQilqsmThxFVFNMnGQa5WLOawc0q13PZDaQujtGBxOdOjNl1mFA8HYNkz1LnBdIuf4TMRPHNSYyUji9xs0CAnHuJsVHF+eIwASJByywGWOfkKIwlIAFyP5oY4qwsgkGLs800zOptWVpdCnpk4HMCAUoRN0mvlke8zKtAXBqQozDir8bhGPEePXE4Ok3tvLPWbmZeQ2edUgEKC17hACatKSYfhGq1CsjMWx1TXgInjwETORgj2rasojHPR82/mGeTiydULvkTxczIvGw5lrBbzsgwSbJp+HjiP0h0NMBdTJZViIDqGTZPXk2gU6BbozgtjWjMAsVwWL+fmsFQoEGjnIWdO1cuS7RMRHg7bycJHM3a5EvNYhzkXdVy0JfSQeS+PvLwp1NHEhfUfZsj0Pbf9+35KODi7dtviYDV/zaOQ37h5efjQtx9130RDEsKf/XVV4NTeNttt8VlmwOefuv9N7KXX3kh27phSwhCFuKUfI8LtOE7/68P8n0twYFOTQX7CpS4NzDWqI/Sil1dISECadrAJ2bHkeBccLaeAa8EcM6FyGN0fmIQRgim1VNrBlG1fWaCDKoagc5RtMU0HkswcBoa2+DlbogwGDCeINO01GgpyNFLoloGPEEY5V0U2LRl226xKhy53YsLFY3FQIr4KRpsKWWQv/f3hkECDfhEN0XOhgenohuyppbkAb/a0IjgI0RYR9FoLPowgk5G8HyKdIxPDoYTM2gyWF5MmULkqBAumuetrmZlTA64msSpj1JdlOY5/6KhTU0ro6nBcyRCm/SSUnIjZ9IgRYOoBERCpwZCssf3HKHcZdJioKZmWEzYUFS5qiBQDI3UEpqM2s5BByBI27Z5I/waOutAEkV4bZRppBFpKQ0mdtnKdTPgl8u4bu1qbMd5xlhtz8rIXrdu3Bi8FQNHDbAoucGZ6+RZ+93f/VLMpfX5fDf5jTfdtJ2AtTU7T7lUR3bf3Q8EQuh3iBqWcjfLQGd09P7ePsqIjlZT4HgaJ9HO73kOFCHVsBeBdoisO0bGsru2yk5RS4WTlIU62i/Ed/td+/fspYV/IMZoiUJOYmS9R3JgRWH8ef/ZdWxizNbej3fTMbsxzqlZdwvI2Rvv7Mr+5E+/HqVZqxf1nEd5QZb/dOJD2I+U5Y9nz7/0ctYJej1HcmijzWU+/54d12WP3n9vkq+ASHaBkpWDxetBAnQsionX15Rmez94HeHqLexNClz7RVS5H8tXrco+OrAn+8t/91ckz45B6o0yv0GA5Rk7ttXRG+OO9HLeakCQPCOLWRuTIhuE7LI1EBAZt2QsfaN2Gd29al3ynGtXr8tu33FroDiXOG/PP/9L1n4y+/znP5/mBoPWXrS05Ixq7Frs+dnjIaDs3XvggYe4R32B+nX3tIXPMBnQD4lSv/TaL9C87CbTo/JQohNHrwz7PsdnW44cQXpD+23Ca1esQdVygrCOjlaCKZN3kR2CRtBM77Pojn6oD9TGBNz118naMRg2x/vHe+snFI4XfZQ363B2ARcz5ZtTAAAgAElEQVTvXoj3kpSBOXB+8TmgT96Z0nI7/+FugZDZEWgXaQ3d9CFWL6WBxNxAxDGF3v1AslkPG4G6CBYVbHUPlG4x+DTQKCX4HSFhjbnJ/Gw9FI9KgkebmYIDRyBIuh1B29xsET4Tbp5BKjZqATa1vrGBBBCdMdDRpYgoW5VTiHgB72Hga5Ci8K2ir1WIRasCKh+sCBBFu9JQ28jZn4myq13kTYghC6aIoinzIbeukt+PUYokJSbdFZy1HH1EQIhrGkmm8YUJj1zdQTu9CRKLuBsS8fu4v1XlSHt0IMoOOGBSafOFwITImJSIIj7fxNa5q67ncpKSGLOIn+vi77xT6pRWkFQrARal4RCip1sW5N8GrERDsjIC1QVdWXVL7R5Xa9B9lEcnIKLk1CCdvDZcmahoE0IQl/2trqGKBXDVSnOWNtC74Hz2OuKMaBTks0KVAO6rft69W4adFeSwc1Zfvwg7McBM5npK055jS+kDAE9OsfGM5d35mfV8Tl72hc9/hci/ODtw8MPsZMuBKAvksdjCiQ46Vzs3GhYg7tmOqx6JB2M5HVxDwNojlHTsZiwi4BEOn6D2vxTorwxxwRiFNGp7t0Q6u+/MQrlroEW9ZCwjEsIJhpayKKEuzKEXQj9DmXUC6DVmaXKY116FDMCJ4zEb0NmgZRK+yRIsz84wy8z6tYHPWYKb5cuZdcjiqd59BeNbwZiJCNwo6Ub3hvNMOdzrGVot56RMB4yjq0Wv6djxgxH9W+bKx5jXG0yw6V4GOXwSHNXrssavxtkI/LYpukDPnO6IcswgB7uSwNOuOdEFZy+uWYMTILsJXg8jQaprGoJ037xqOZc5lf48TG6ozlSjpRMzopfwqME1C9D4uPkS91NJzBZqHAsZkEhoIWPEljDnUoOjjtb4qMRvAm6cj+Rb1z8+i67XBaCQwuWp04auHC7+9hu3B0HWCQTW8CUav/jiCxziJA64iO4oHWYjmk4zOIZO9HXeeeeNICpfB6fHkqqZhJ0+XggJhycZ7Lzr411hfCpBP9fj7HQG7nU3pU477RyU7fD6kPHgPBi4NTIDcRSkys7dRkpZam5p7DVu7pUwdgTA/AmCO0Z5lKBK56p23KxyH1yaQmeFElhM2JpNS/batWsja5Q/sYiWcct6VXIheMcRzq7nTb5MBGn8e6Cy0WXbDGfpbChai5Y6smfCAcIExDGlwgkYNKuIsLmWOckQnWB0P4FI1RIMnEHlfgoO6LoN64LzYCfXBCKmqvoPDDiUmOCH5g+5PKqO23VWX7c2+/DDD0PU0yDOvXVfzQ79bEnH8jwMcs38NOxm8gMYNb/XjrOY7mHpnnKQHWbVNNWoUajkh+jrho3rQzB0kOxPw+cfkUKDG/fKTJwrG+X4aCbqBfFdjO4efNEeGghW0NnYTtAiWnaZc69O3WL+uRkx287urjBgi0kEFygTQdKjvPOjD9wV6LWCziGxA8Jp8L1p8xZmz74Xmms3gUZpa0SePLuNVAYcW/Xcc8/R+n9VUA2237Qj3k+UTuSq0JLbgX3REeq5eJHSokGoneEiipac3J9RSqMGFQ4FV8V/AkTEe2WCp+C2Jd5Qn6ccHpMQPBcxKDo5Wx1jEeflIkr82qLqpcvCdnUQ6BgEFjkaiuTKRiGDBN9xFLvwd//p/8g+8+kn0DXcEnygWbr2RwjwRUWX1aOXBmG6jTFLuz74KDtM5eO2e+7Orrvp5uwFEiIThXU0TfzObz0dM3GHEfwuLquFfoCoOcmu/F/H6NUQLJw89GF27VY4fqDNOpc+dLZKyNYruafv792T/cW/+zdZFUG4tt3AxIRZcnzoIs5L36jj6fg677PJXyDg7EPMiiZ7MsnRKcpt0rZ5/uSqyvu5/prr2RukOrDFBgMxDxifYunso90f0inXFo71vnsfDXTL/T906EB0hyrFsn7N+kA0DLa9hz6XDUkffPgaXDwS6WrsL3eueDFc3UHU5eFYiuApeOrnWpkQfRvBdlp5EY1ZyDkuh64hhaVLriKVHbk8TqNYziQC7+4QjQLutUtp0ir31ZK5gYtdwXNUotL8ZopYAA1OjPFeLQX5F4Hrppw1QRBtJ6XqCQ0rbeSjJAun1urP2TNQhZBkqoR43tPZQ8Bcj42liQQbuZ6GKPlQ/n4D3aFtTBqQsxezpINbSyBJcCoiZ3k37B5JUT3NNyJtouP6B6s8BjmdHUOU7JDscfwcQXIES0iVyI1sO9sVIEVTU2X4DmlAUk06LyAvoroCAZEIo3HAQpNhkod4b7Zc4WJ9pFNBRpxVTLK2ecu6KHOavAQyiK0wiRYwMIlKKg4GuJwnfPj4aG+2CnpAvAP+1fMhKGNwWAVNQd6sgrslUJvkQJ6lUcoqlF2shvr9JOFrSA7sVjcglUst+BBzubE90opEzaoBEXyOGRr9RBn1q0sIcF0LbbCNMKP8rFMNlDMR6BEt1V6qzSZwEHbDyhv/7u8NEYw5pcQ7Y4XM8XFWTeQj9nSPBufd93FWtc1SBqt+hv5onERANFj5sB6kTax2TbD/BqFr16+LxKIKVNp1ucQ+TxEU28HfRLyQd+N9TXMiAA8/+AQOpZY26g9A2nZiaImi4atd5LLIfnPMRWjwhL6JWbcdR5QjiPYvE5UOD1DX5rCuQYcpjBCRpFLPDtPW8NvFqdGcovXVgEh+xGIylQ4ifRXEyzkULp6HoQeBvrWQa48cPh4BgIbYtllnlbnwImCiPl4qndPWqzdyiAeDqzCBM9ZAOHZlmBbj4BtF4MaUAEqsChxWMcxXB9vf20N5FGXtTRsITiZDL6aeTkH5DnJUDh46hHr5xkA5QhbEQM45rTg2Dbdl2HKQnwsdcJwY6HvmdDubmhfOT4cuTCpXIkHAqHg7zsiOJgIPQr94DsnWBrXKfcibWMQ7DTheB6NgaU9ZBLPfJZRBWkA37Lzx4qnn5lqchyulgzSq1yk460z5DL/H0ui50wNkGkD/7Fnz6noCXTXdREUpB44hD8JBlSciOjfH95RQvr3huutACBk7xed1wTF7/Y1X4qC73rY4y4n6zGefChQRnJCyzCEQj9Yo69x1693xeXJxRDw+ObQXFKAjDLso45y8H5yZ4rGtrRxMxZgJgizxNUIm7wOJdb9DfkBOIOhRJcG5GjnqyJVwuBeQiZohh/4OGb1n0aAyypWUxzS6dkCVcmYWEfAZlF527p3zdJ2L6cgmAlwHN3uxljJ6SEX1CgKfFjoV7VxN0ykuB3pgw4dkawMb380mBaVJvHR+r2U2Ew1FhEfggMn5MeD2uRSIDeem/pzdcoWVUZ6L8S28l4GnZbSkNK6eVXl2lPFFGgc5ZfIgbHo4cQyl9JjRd4mAnnViLdTmk0flZ4mMr1u3KjvXeiYSA0sJzc1rCY4gTWNo7WAL8dEYyyXXQ8FlhmiDRogPWLaJSRZw6Cw3uVepBb0kkjR1EC1ZWP7QOCp704telV1rozQhDGM8G+jINMtUC8lntjzTj82w9G2jQAWosDqQTtVopjR1of0ssiHDSDlcE4Kyf/Iv/zQcSWg9IothV6+B2RNPPRlK6wYDOjCd6FNPPZW6QHk2Z+z6+a5zkwrk0BOquR/y2FwLHY8825iHTLbtPe4luA1jy0U2aBMlXNGEfMBoJ1l8JwrkG7E3INwgS/JBF4Mm2RUf0xCwQ1E+VNVcygWlM0fa2YRUBNKuvVAfq9RGFsdYyW3Emdg9quyIycKuj/bFvj3+6CNQS85wD2kO4plLKJMMgLKNYaRf+M3LGHjK+9jPb/yHb0SX5y+efw6O0qlAqv/gq78fnXnjZOMLCDIH6eT//g9+kH31K19mQMwYSEhJdvLIrmzzupUR6Bk0Sx9QVLuSLtw9zDb95j/+ZwS+JZkTkDqKC3saHWskbjGP2WAZZM0zMEpQY+AQSZEaY9g2h16r7efvisa2oOsnwd7qRciz8F3XEbitQjzYkmZau+nsvQ/eCgRnnPJzH0l/WVF1du99jxI4M+GCdf3ZT/85mp7cu+033xKonYG/EzGOnzoc0lEFxQq80tFM8lhZAa+O97ckZQeqyJ93Vc6xQbTojffYZLsXuy/XSbmMIe6RoskmlzbjOG3CdxkBlIgklXvrWucjgu7YMpsRnDxygSRFHq7+QHvj+tk05Jxe7VAfCY1VAf/7Aiotk1N9WQNcwfZzF4IDPX5ReQ8aBvgOJ3XYiKHNdAyX599n1qZsBqHds2dflDmV0XIqiyXAzgv9NHCZtI3jbzbGhJWzrE2MLoQ+cfOOrXH+1yN03n4e6ZpufDk19JhqhF2Xa+79H2HesLJB265ZhS/qQOh6TaB9cjblRXtHOkGqDLZi1i7PZmLryCmDZ32W9Irxi3PYrZNUMEgI2DO7g08cP5XWlDUQOTOAEyXV/hmU2og0gF5jNVWGGG3FYqiRJ1LdgAyWs0Wdh9zf7/xPKhuoEjgcLfHJnM5AzEDJUEqIa29g6SQBgwhthZ2YNhhaCSvg+0SSlYhRXss9sqnA7nsBjl4rPQApPp8l2aNHTkUFJkTWY/qTYIGzl/siebezWZTN8Vai285vNh4oYG9FSX1uJVz0tTbQWerXlk6QnGrn8+Hnq14xyPdGIxhn9cyZs9jQVQFYaPudNmGc46Sc6iUAGAS1+VRJ8rbcXDMnl+beex4KheQjRw5mb739SrT5Gl0aOWoMq3BsBm2qlUfjQgxKVrQuw7H3gYgB++EU1bMqwQGp7WVNv8CuMxZ5BRGixFIlKuQVmJXZEXWkBe4JgZSoRmsrnWV0cKTRFpQY+Gd5BR6CyIppj5XYeR5jv4ahy6I7rXTaeZiv3raJl2UsD1lIOCMuqU7VYdYa9a5OAgYuwjilQo2OnT1djNopZ8M2kK07BspDL7ph+WgZJNIWHIlwu+KDZm2iGKGoDSLms5jJCFGbDZw93RMt1w2M4VI0VceGH43SlK3G3d3UpZEsiaHNDq4lG1RyIRfN25asfEQhxlD9ItfSwED+j07VQbTtHd0Yd8iJBDUST4XDJUmGWCCQtVBrCVwWO4x00B5a27zr6NJdyH64n87HMxMsLVaktCScrQGrl30J66xK/Gk6SB95+FOB9tnxdfjIAaQJ3ovDO4ZkQC0GXyPx4EOfiovj0OG30Z+SlzSB4fTgdzP82SAmtI84pAUEPRoRy+bLccwg2YG42s22kq4oh95PmmlQmrAry0zRbMaATYRTwr0lHAWevQzu5ZjEY+IDn32aC5jPmSrGcWhE5I+IIMywCWbp1axFBWXZRRgTuVJjjjPDEK0AMezp7gvtJPktKZtNOj6eI8+uXU+SdHVIop5m2zpcz6WUgNxMSiF3DZnIoEYjBsWz1v53uSIS3EW1heM9s36mvA6/08Hj6u1536LcwRnwIvs9BkBqvIV4Mwi4HakXFfAE3dN5+r4G8AkdSx3DOSK8XXAaJUuOQXC31Mt7yivxZyzrybNU5zEhihCm5e8R5IkU5TiMGi+bBjjRcT+jU5VESKTO2byXQf3epeSnwzRo811P0TxQSEkv0Q8o3ah/xv0awRnbSXXdNdtCSPc6koQayuEiaAZtcdcJvAx8/+mf/in7yu9/NQzcMCXsarrXHGJtqcLz8gGlx0LWvY7PD86KrfxqIFk+wsEsITHKzdBNpO/8OIfnKK2K0sndkVS12NFXyAy0tx2LOz7mME+Mby1llmpREBxYDw7ekliQnHH63/zmN+H2rQ5Kx7Ka8uwq+HA61EAjSCZOgco20uSknXr/vbf5PWVe5P4gVkzX+ceI5f7O7zwb5dEiErcop4PCHaEc/fNfPY9d2pytJfBeuxqu4+FPsquv3Qx6eICy4OsxMeYPfv9fUFpeH+XyxZQHLfPFbFSCLKVMlkIi/+Z//F+zZ554PIKn4Dg6ZJp3zQe5+A6zUAdt8OJe6xBEIbVXIVPCu1u6CzK/SYVCow6Cx7F63kyMvR+inNpupSX82RLOcXQzs6aWCr0H09jyG2+4NagjzlxW9/Cjj9/j/ol2K2irHAwdhtjgu++4P7ikznc+ceJIJG0+D28WP2cJSjRenp2lVpUJPK/OWDYJFgX3uUJcnLWIGbL4IPmydi2OcN/874mfzXnmXQzcTX6c9buQdxA4mHJElJxjZYpAhBZJZ+G95L5KUHRutA67mMqNnyONoBRAQyF50UBnDAc3WV6ewUEe6AwI1AJGJsojtWzv2rjG0Z1I6deuepM777VNCf69klaCGU40EFkTxJBWY6IfmnfaK/bU8WWW82PvuKdSL3wOEexSEgGpFyZvfq4BmIGE3z8BAmnpUo6tEi1Jn0+7py5jsoMKVEc3/DzP19nLVm1sJqqFS+Y4M8+j5csqntdnnuL3YtYwCLacsDz4uNp0uYWWQpWcCtF91sbKlbQpm4GOE+gVIovlH++vNt9StJQLg70VolM8Y3T2ipwqTS+6ZSLJ94qsKq8kJ74S/p6JreVoxX99nmqCSoO1HMc7j/boIiU3sF9Skfy8aEKA4+pae3DsSBWocq3lKgs+jWKXL1F1LAEYmII7uqyO7waVHaEConC7AMMykM9+J0WxnmUkrIpKd4NgBlrPPQrJLeyae7aieWWsgX5NJNogNKeXKJqtrNhifKhJT97//o//81wrWeiOm28Ng3Ts8EGg6RZquWg+dZ+PzY8WVByHQYrGWPHAXJeZh92W6jnaoIUlF2E4FBScnnLsApyCcmcT8veMFlFnSqcSpTsuj2WZYmrVSNaSqSb4WahaoyhJ3ctjydVulzp4ZYM0RGzctJ7ghdErXFSNUAXR97FjJ4Kgp/HwAnkYNeABI9vcAAK00AHCbKhGycO8tJo2eBAVSchy8qqZh2qQJDy9gtKDWkMdHaAbZH4umKiOvKYqNmmYGrzBlJfaw2zAN4i4nyR2JUkMmiSuypdxvpuOYhw9nykuhQfL8oONHmYyPpuRtwZdb+MFkIeRIGS11lC7lu/HITVwtDzqOxj1Bz8AfoJ/1I5TyVxnHLIfwqqsu9yCOngmtrirl2ZQYUZcvHhJII+WJMx61qOHJQ+gre1UjHPysj/88MOBzAhXyzPp6DjPHkH6xLGKqAxBxn/4kcdDKsHn/OCDD0KPy/OhBpYcDsvV4068wICbaYiYKN8wwx4E1GzwhlNXIFclbDt+NXZyK0QGvPByxS5xtgz0o/TIeXNUVAd6Z8oKBJeE5Yu1Yi+GKb0q4SCsX4xxci9UZ5fblg9nwtK6QZscFTXEktgyBsr5ljoIjJ5nQm5GjFIJYymRHafGs3rpPJs6AzsZQxBTg255GsMkAdefjxFVIFkGd55VnYWfFZxQidR2Mc6XO5yGaEBvUK0y9qXoGEbCAsTD5MjOOoMoS+088n8N0jSKC/k/kxS/Jxds+jxRouUtontzHiHSMOkw0l1ROdwAXl05iOoEwGVwRUMiAwX4cGq2udgtHQRa1yM5G++S3J5ZEIp8CNS9dLvu3nM4gjbLJJ4bRTXHeH/nPUrYdoj7OkrAZ+Atbdqwhux+K2drQXDmrvC8dzMdwXcUcTCw0hb4v2a2nqO9e/dGshjkcO6thP9CgrR2kACRO+V4DKKrQQFFFAxU1HvzPHnmfu/3vxJNR3PcDykUx44fCYKxZ9VJCI2UxkaHutlH90U5CpqE4LH2gFItb2wG1E2jnFy7SyQCrs9HH31Et+N21miUMjuIGWt9/Q03Bl9L+oOjkvL5OR2TaIOj30Tnyysasud+/WLI+thoYSLRGt36ynjsz+6///4oLRZjH0JaAzkFh1ifOH0i+zGTE0rQp7p1+47syccfyl57VSRcwVR4MzhgeTMKS9dib0+fICjexqQBUWVFU7lD/QTETavWZf/4rf8na+N5FhIA5JHE6pTCMXFGlT/wPb3nfqYezMDNRMuzPD3f2BFNBMHhy3UuIjRNcKLaf5y/XIDP92+lA7aJvfRsDjPeaudOOskJuLXVlkUtDzbRBew8UUnaJqQHDu6NZ5rG/sV0GkXITTbwN3EPsU3aCR1s6DnG/5ngj4Qt9O8SEkbAySbkkplwnE6DcaQenyc3L59zsYi7ZofvFOtkQFpqkMvzDfZgtziPF7FHdl3aYW7wWkwi6NQPZUQc1WiVJrijSDXpH7RxBljKSmg/1LEU0Tbg9PuFl0LahZKt18090nZYUUhSNaxjJHDyyESbOa+8VzEBtj8rdzv4yiZ6fK62TP9q0JqjaESSYUBisM272oylrdBPuLb6p2ge4J4kagyyIARKoTOqLEbIZFAh4lnle4oWm3yIoLk2Nh4phSJtJYdkT2HLROmsePn5lwhsfD+1QPV5YUvtUoUWZLKrT2MBYxyjgaV2LaYeYUdCk5PAJ3WfYrPsgObH9WP6B4WoRfFcV7VJDfKmFMAlUZ81PoEeMjyUgtBFDIB3P5xiYPA/zTotNnAimTZZ0HaL0iofov11bf1cGxb0CSH0LFeO5xgHKVYr1rvprG3jpIpSaArYo2SLHeuXR5yjCDCoH4lzBfJe7u8lAsvcbNdINudLryL1Vqg8Z/prz6DxgA0/VoOsiOW9teuXc/JGLLvZBqyB3bXrfRwyg5A5GMps+KE+fJqtiOHCKCSInJcnUHFuZ4iOhvq0qBCHCc5MEFdxwsK8ykXYqtsfgnOpJV4Ew40pYAPL+XyjczfES2cm7wHpuoCWElGqvLlEBE4ivJb/Asqk7i/fSKeUG7ouOmEAGp0b88ibnK8g+HspI0tJbcoGhcN8tsiC/JM8xRjJAAwUfBaNgxwjF10NIwm1Qukxq48gx4M+zYEziPC/F0DqtBzqKJFZgjK1tqJRgIPrwHvLNWN8hu+n/EZSVlbqJAko+ryuVy5b1XDFIFsQQi+SximelYso4dgyV/AqOCA+rxtsycs/UddXVV81eZoUbO7QkMgJUBvIRoXa2hWIiF4dNfd4bpC15ynB+Dk+16ceeyT0jy5TZjt27HgY2xCsZP3df/fu5ptunQ9Cp7PnX/gFsDejY9iXSjgPrk0pBs0RLGaEVaBMNmrMOmpJjguZaFLwZx2VvCCjFT0SCXVwe55ZJZcroGp1pLhkHl5Lmho8m14sVcMIjv8+SReQCO0o6KFGw3MyRHnJUmRIpIS2HoYUw2ugOBOSLpwFApbE+XL+p11MyaCpS+S5GSP4tWvJS+TPmHTE+2NkXOPk8Mgaee7gSTjwlwDFCQYaTw1dcBExWBooOx0NShzInT6HMk+Mn1JhW4Nrh673gWkU6tBxbv25QA1BmUxg/Fz3NDkGOhnlZnCevBciaDHbMBxWEq0OqJ+1TVM+NPp8H8GETQp2zsmhkZPjz9t57DnzfWIeHmuk8xZp8Qx53jzDnuVmhhnv+uAQfL9OkM1FIVw7iiZhHer6ZxC0rSAw2kRSsGnDhuiO7EVodsfN1yF7sTNGmx1gIoZIwTNPPxWdmfJXDx8+nO247dZA9xtAf303mxHsyhZ2XrNqdWSndr/ZMNUK6dvB8gY40hKkJ1jq+dznnmDtSRo41//6f/nzED9dvWZdEI0PHT4QrfWu6WrKb6I3ZtVJ5xAngKNbC79oGnuWZHLs7NPJy51Jg7BDpLqznWCsNZxCKSW4+saV3LmkidhL44GaYVPR0YzRZ0/koV7JA/2EvvGrXz+X/Xdf/u+zA0hevPr660y/2JDdfQ86ZMrxaGexK+GQSbacPrIYG/WL517E7jnnsjR78tG7mOMIukXwG1QQzruBlV2JPQS8N1+/OQIn0Rb3X4To/Y8/5Dvuy1545TfZSQLoiyRVxdzLSdAJkesIJhRYjk5S0GrF/KIxykCYKgTNF04HCZX/eTROWoqIosmFo59i35B92bTl6jg7u3fvjvW54YYb4txrxzzDB/bvjWRHrrCOMQnb5mc3Xn9HOHHt4ZtvvpEkoSC5W4aKP/yMsjzuibqMKgF43lPCmkpaUaaz859n0r7Ug2z7Dp5r/z5xoOQkw6UiyO5DH+wEDStPPfN01kklpQCbWWInOXvnGCwTIx27Y+dGODPOpjRxC/Sa4LYCKoPzQmNEFndXX8kshrBHBgM+m1JGQS2anzucC7j8u9QZalmNYIV/1qc6hFxbbJCjJJbrrE2L+dw8e04s23PrXNCc7qOIViD9BF0+j/fe/Tdw0D4EH84xdzxH8ltJlN0GpGqDL6sVqiSAOktZ8TnDfvL+wWlzDjJ23akM2gNlTBKyxka5R/+/rszF2I9JkppISvlPnosRul2DjkMgFNMJ8EmO+ksTmCgjQg9gi8L+iZp5NnwPG5WiCxwaiQ1JkwTDch5jZjjnLJ/7P0jS3kw5XxBGaS6fSX6vwZBoWIyCskqBj9cPWX5sBBUbxv9azlWg2gki+mGReH/fpFWKw6j8UWyQga2B6SyIY76+igqUjV8LOZdSd2yuqCRBlH6jPdGmpvIojUDEFyUkxQZtUj2SzxeBRrMWxFg9yMvQVGJmKTQV4yv330YO6TJ5r+/8+VziKik3QdQ/74x1jguAgTtBm0Qs0mgkpQmSIxHW8wVHCNo03MLALr4LkoREk56XlzMOI5cqkRcTIubGp/KMIzPyAoFKzsDyIQRftbU4yP6vGb3yFBLx/N8go5oFsPDOytTpR8cLi2D3lSTyMhysRsis3Y4bSyYhOBiQbyoLWQOPTIMoXodlYODmjDuyx6HPZAVJ4NeLx8gg4MkuOhhzhGkdn9G3B9wsxlb34pJEVHZwrr9Xuhg4lnJRJd2hqdTmDEgDVGZQWvqlAUJoXWfj+1l3dzOToJ+t0Gnwr05ZEUoDBC+s6+8hFBE0u/Ni60TtmKqlHKrRSJehCBSuPfRy0hBg34vDzUD6ZQy2vfrqG8IGzuKYujtbQTFbI3sVYdJAude33XlXtGI7AOX9ne/F9wmnR4DLPjqxws/Z98n+ENV02sAYgZVDmtVbcj88I75zBJvyajj0Ztl2Y9ptecYpGjQoSAC1vOSGyWmzSST4DvyRi+EZVJVejqKBliiJ+3mR4A/c6ZkAACAASURBVEcnKTKgrIQ6akFMB3108HNFDDmeLz3g0BVXjsRDPTYz3Xm9s5gRy1oYAEbQz7lxvYso85l5OTXAcS+RnAQamrqqY4RJEG7tTk3TKlTMzwVtPnsuy9fhGKQpujsxgTaVg9Ex/qFDxX56P2wwCDFRzmG6K+mepECNLject80Kop4aCB1EBBbsm/eogmeKcqoNEIESsl/8fq7kIeF9lPNTRoNKjBRizJfrFQEyP6uAtufbgMZnj5KEM/S4k75fvL9BoG3qUAiOHG6L2YajNOX4+844VfdR5Poy92/dquaYgDBAybN5RRMyMQ9k7777Lorg49ktjK7SPtgVefL4iQjQ7rrrLr5vOltDsKegrZw3y+/5rLfOtpEGKINyUZ2VfLbnyXuzGv0xbY88JLtc/4ev/V52w43bolnpxIljPGN/yO380R/+GUaa4B/Ry0hGQQhFGTSOFSB1dt3ZmSeXM9COmDmKVA8UjEiiQPpceyVzXP/+gc7sb/+3b5BVj9Oh2Ix22o3ZHQSdSku89dqr2f333csomqOghCuzZZRMATYRdG7KfvX8iyCI+0O78Prrr8+2XL05UDkbukrlVdK8Fc6QPe8xUOcM//RXL9AAxNkGHfyjr9KJScn6EPw0jb76mEqhGIgfI/C9+67bcGw4eqt6JiQ4DMvRNkOc72rLnn/ll8hJkUQTgdjBK3LskHpLviaug5HdM+lBm+FcnUClCVjRntQneN98vuDZcv+0mY4evPaaG0HfauNMKmmw8723optQe2xwrRMV/enCvxw9uj/KnBU25GDbVX6vWbqc6RbXYG8+jIrN7JXJaLC6TEnKs6gMlGWs1DCUBFNFS30m7Wl02LM3qRltXlGA/dSGGwx6j6JMihFJiJXah4iEf3Qge/q3Ppf10TxwhTN8BZtZIKLH/qtlZ+e40gxK/+h3ctNMRHgTT1TaQRLcNRDMj3JdmmNpAq7YrvQPpS9GOK91UJJsdirE/qvf6RSFhJAZ2KVGF/9dhE1pjtDogyKSZunqZ5VNSSLOfr+/lyYnJIRM7qb3ONm1RJ/wv2svQsnAIAX7WQ01Yxh0MmbXYkP0NznbEQg79tB/F0FP1Sw79JlWgJ1yMo0BXyBg89/hVAODToGB4AfPQUfBDogg+r1LSei8x0a+fl8BwYs21OYAS59FTBwSRTRxt/EqOub5HmML1yOVzFVrIOjjc7XXUc1gTaLEGyBOKpHHRAObhuYRsqgUzKOM8f38twCW+F//XjBGG2QskKt2JW48dhS7HfeIs2upcpQgzCqA9sc18I6E32WdtB9q5V0C9U9Bd1K4UBcyJrVAoQh7LmDC/wXaSEXTs+VZ8f6ZfKhrq+8yNrLZJe9Xr353Tuel/IMdECrLh7MiwFFXaBaDLKyckJuJrOP8OZzFhZhIYIQuFBmaRELcXPQYkMrPJR6aGV4aIH+RrgwzjtC/4o9RpwuUUDGUhCOiFpq3VKaaPERekBpbYQ3e7GSyu8/I1AUMA4WR7SU7UsF4KUhVDKnHSSvT4HicUZ0sl0di4xyRuMbXC+0hlstlwKchdlNjNBBeuJaszZ+JQMaLTeknh1j4vjoKgy8bGtxYOX7qdwX8TECr5IZt0osUSSXir6SBwKCwj8w00B2CGNcrweWMAjGj5o8cHoeWB6medfASepg0CtbQDdhSwOP3EEiy4b6P8yHNlpYQtA1AiPf3fRZJt76Trcj+vnpW0RXHYfadJKDeetvdRO4o7LPPuz9mjh8Zt5mPxsKASPK9h2cppelbtt8bPMM5FklJmGEI23IXNY6TOFfbr5Vocf9nyBavwBtwhJRlGZ9XFM0y6qTdTZScLKGKYHgQDc5sd/ayOOrE4Mi5hr7rxWgHTwihRt+zJVFYJNVntKvXbKgILl9CAgjigLDL0Pcbgi9XynlZCIEuj7JKXnQPJaPl3rqeJiE+n9m3a6fhEHFUR3AcZyfy04hsg3yNEJ0lsLdc7/4E38fkQqfAmbK7zlFf/m5oNrH+Buy+j0mFZ96Aa2KccUKQY3/y41d51iz74z/+negsVvBXuN+fERn2wjpHMRoQCPQUhw5dIf49pz2UP/8ufZxF/8ip0og70cCkwGwtELj50rmBTcwDhMPk+VJmR4PiEGsTErUWUwCaSq2utyiwZe9UPqngve28Kg/ZDDNSR7qdpuHl0MGTlECb4ZmeDUFp9Z7OUYZUONK5k07ZaLYjmHN6z10PRpC1fEV93EHR15WUOG1O8e9PnGqJ5GMt+myO7RnhfPhuJgEmhmuaV8VZ9ueXcD7Nuh0lJBJk0DGn02ASicjMy688T0I0DKl7M3u5Mvv2d79Ho8F6pgJcEzSMp5/5bcqwdHvCVwxjLbGec2SZ1M46g0Cf5Z/5vc2Qvk20xtgf97NJsU3mqHrudVIjjieyNAJ6VMJ9fvON17KbrrsWIjhi3zzvnj17shsg1i9ZhtgmlIxPIFu//tpr2RMMiTeYdWyOA9EVJg/HQhDkmvt+XfBEtcUnWy9kv3xlJz93KfvCb3+GgziZHTt4NNvz8Ufc+9JowjDZncRJPMvkhKEhxjaR4KbxX9PReautO3P+dPbjX/8wmyCwHGbNS0iol7GWngO7fC1b6ci1A/k4E+VHFisMiy3F48S9k0zuOYvKiI4PBPPGG7az140RBHrGjiGjZEPTANWbxayBa3XP3feyXxDu6W6U7tJy5gASQiB+JEc2b/h7ue4/z7ONaDq9Its5+eMdMrAQuQrageryJvncB6cD+DsGNepCRnLtXGEum2c48VadrOPgeIJcbJG83jk6dnf+5g0Ej6EKrUJew6kJJB5SbER4bczwHePes0EGZjZuKdIeHC/Ko/Lm9Gl5SAnJqQodTRY7zbK2qS8lUQY74lWiWiI2+k/FvF3LxL20DOpkAfwugaN3NBeEhPyI3Cb9IBUYP89OThMsnbtc2SQubbJHcMPPi2B5lw1wg6POvmnnQ0AYvz9DwCincZBmGoMmdRX1VXxRlDWtvEUFjH9WfH6G33U+s0mslQ+rENJwfH73IDTkAEYMHg0wq0mg/Az5yPIKC7HHK1Y2hsK/Ps6GkQ6a6qxO+PO18Ej18a1tZ+j2X29hNvZUVDZXmk18SQIt/p9r7hrXYHN8P9dwUroWz2IsEqijvhVf6TpWYQ991ihZ8/eeDTlyfqb2XRtpTOLP6H8iUaCKYZAXyOK8ZJUooIHvmNxAkwDReO6HklFxTlh71zICt6hYcAaCYuGYQudVO1CeTm19eVRrUqBpohzlW+5rml2e+KpqweV97V89O+fMO+FTsyx5HqfhTSi30ERHVhE1ey+kw85tADiAIKMdHuOiWjhPnaDZroGewYwLYkYghC4M6N+ZmXbR1uyBVwfFBwqleh5qAOK5RklRx9D0khTMQoakgwRSXtwFFKr1j1mMi6PMQrcBm5wPDriL6sKHowueDkgUMOVSyKlp1qIyDklLx6xehMTT6AInAdLUMeiGO3Q2NzZF8mYsFhCoMhI+mxme40Ek1mq0ZnD8IiEzvgOdQpfkDKlrh/FQ7ToifTbXCxWlKqdFGJ2DaInk6PgMCAzmzCo83OHcI0MQpiW44AL6dzqmxEmgbGFpmecSMdDpOVIqSqIEwQsI3KLmz8E1+/XdDXj9O7PPRZRn7rnvwYAf3e/Dh/eR7dPhwsGtRxSzGrK0732BEouSA9dsuxHdtE3RlehYlffeeyne1QxDLp1aa5YNdLgOn2Zr2SwjNjTSMIhKp5RDIO8d6AqDL6J4HtRCh53mpUKcNRMzg8WQeA4qCbzVx1NI2LNmpOQ7+74G+h7wYpyIXJcrlBW9nONkZyYa5Yj37nn/w6y5dhkwNdIznNlLnMdJDIn7LOmzmKzYFvFkHBO/JDrsiDTtBPQ7QtQRo1xEhqUkieiugVMuQXEto0uNs6djsOwe5XeRMdZ2HMka75YO0O6i1B5Olkt32auvGChn2Re++ETo+3Sizl+IUzJp0HCaUSvs6cW286uWd1EzSqLqJAbMjjjvqXvuz1s68Gcl5YuUhH4dAVY3Jboob8DZ8/yFyC7Pnbif6kqpR8UaYLz7QO8KRY+nNTCWo5OMhmfO9RaxThpHoesSCMGRA8cpC4gAMxqOZzS4UK9Rg9XTPUBA1MU9QVOR8sdmOKkGIA3LCFCwAYM0JShOqlBtHefXs++628UYs4lBNxz3tmLlqvh77YFojeN+5Fi+8tobYR+U2pGTWSuZmVm4C9mjWpoDXn/9lZAaiLINQbWNIIcOg3itWJV97qnfjmHazjO1FKq2miUmnWEnot8VODoROgP3BaAm3/n2P2e3334rTVAbeP+iWBfpIyqkr197FeeHc8zataE7eabtJIgbupToEK5uRs8NKRA7zywv7SK4aubnN159DWd+LvvJT36SPfbAvTF1xERV3ukVmNOedc+kievPfvyT7M477wSxeoezXpi9t+94NsnalMKTK8aWVGGzJrl7I+g7LeSca/OUVvnjP/3DSCYdvSaar53cCHppCeoEDUc//80vsjGCtknukO8fCD/nSSSoAp6a6INJ8FIUBhL/sZRScHc2ga2zwcjGsxzKqZxF8/J1IGnXB7Jnsr5z57sxm3KxKAf33nMa9437fecd90RXpsnYPkSAlW0IzSuQGEeTafeiEy8csjOkEz0iiP7a1vmGm5wUi+dZR5XKj8nJel4NWHTAvX3d8ZlRPiUoNQg1UHKay2KkjGZBhfa89l720CMPZr0ZDSoEFs60HidxtTTm+fczXUMTwaCxIMYr8i5iG5I2+KMLNIxpt+O+zvNbtTP+96iq2IAAspvjueqD0mfiu5gQEBNsWC+fNe7efIIVOl9O22BxTUx8b/1AjFFiv7yX2gCRabmnJmQ5/yMyFo0o86hkKpnSDMf9TKVPynHc0Qnsjb3lgiuimOXse1BXFB43geYaed8iaAZcicQuaoCUIAleEgdWWSlpkPhCq1zcRRsUbPgyWFE3cY4gV4F0qR4GzyOAOgbFKaF21mhqrFKeRX/Ap8fv2cAkomg1y6DHoM1Gw/jDZit3op9NSKJ6dgVx3hItKDUT+H92zGpPfEY70hMFCcoTcjvqnxpgpZJxOscmOa6TZiQ4vpS9IzEPjh0AANUm/3tHu6OvEvAhSBMd+exVTOUIsXLPD8iiOqncJ++WOoSejaDX4Cv8GQNwudVqgPYDvDhy0ef1WfIeeOraOZ3x1VtvCMFWHcuevR/zIRnz59qjy1FnWEJzwdAwA6ZBQtUu8fL6EBG1w4VzYS1PejCEPfPNiELmgOU2m8Hou7EaTzdjMa3/0f4txsHhUMwvutLmmwnkP0UNnaAguCORyUpUTFMGXCAXX75CQwOcF8oe/nfLS9HdIikRKKYCbRpVhmOjMIqBVAhbs+vBI2Bzcp0kubqyIsNG7T6nCEwnkhVLmDTgRAM5TgaLlxnwGzIPlN00Am7+MErbHrJE+pasyCLyzhLavbRy7wwOx8gYPRAGryKKrlEaO5SyWz4tSpD+kRCeayqIhgWcWwRrBBFmlx62Pmc0mvlSmoySIu9tMGjTiNmLz+OfKRoqLNnF0HZauh948JEQ7VVf6tfP/TTbunlDds3V14UEguBzbipAJ0b6/Q8Yh3PdDdk6dJO8wOfbWmhO2BeXWAM4aeA6Lxxo8JfPekx5+N1vHGMVZQAd4yjZnrMVZxckzTpFGn1ODbNOoIqaveVJeQPKkUgo950NxkXWYsarfMF5uP4KArMlIB4DF0GTnMJBMD6NLEkZ48uO7z+crSI4rEFWJENUcZDS5SxnRCNxkQxKuRr1szxL8hAWciY8I919DF0n6jQI82yIWjp+xYHUSonEOXUWbpRV0Yrj+TxXURqBt1hBEDuMwaiQW6diPOdXp6MBD1SCkofd1u/vPMiA4Sx7+tkHObcYKyYkDA53hEESaau1mYKg2fb33Dg36QvyQTxPypYYNMSoLM7DIMOt5bKosyQKolGcQv/L/bI8bznD82gFg1UInqbBmHfSu1PIc3bSUU2eHy38Ntco2+D9vATHxLPkbGG5O5u3MjmAvx9mokQfKFUtRlnKQX58/hUCqEbK7/XBYdKOeI96CN4U121GDHsVzT7HjzF+aN4orkdiRv2iCblYlFBFLFw/h7MP2+2LQb2KecZaaINStdhch0vYB5FudSNr2WsDQrmeJdxhFeVFcexilVeiQzQIUCzcwfIlwXtdFEb7vgfu4zwfjLLsS+gSSj1wbFYzgZeOc8vm6wOxPt5yPFtDgFjPBIYh0HGdkmXPRpA4OwxNktasW529+8Fr2QVI/oosP3A/DT00Nlxo7w4tSisYcjwr4LwsBuF07moTmnkmi3YWimKqq6i0yxDPeup0awixHqBB4Vp059rOX8je+WhvdgnnZhXhhhuvzR598J6YE5uPlEMefBhRlX3wxTZtZYRVIKN1IKGHo2KxjIRMDk85pZsuynr/8O1vZ92gcdFcQ1BpF2N0FoooOLdYHpcIBNSLJexJnAfut3tSJCkeJE4OnRqKN19/GyjohtjDffv3YMd6uavsDfffTlr1Mi11tZ49FVIXO7bfHg0eCozv2fcRSfR4lP1tdMknGTdAUPLEYECuo/dURN6gOsACNfJsXJovnYl6BR8MT+n93LRpUyCHasaZEHgH/P1IgpVkwta0nT0XU1oygrZD735MMnt3dmGWqgWlqHzOixIYIrDKytgQIcIqqrYMlFWNR1F/NQyji5b7kZqN4J6CDAtMeLf8DIOO1WtWJtoCZ9EAzM/K6c+FP4O0XolNTxwodcbQFcPWpY5l9ONAsNQNHOFdvLeivjk0z7KjSaGKBnISnSzg5wfnbp7v5+8YwLv2gZjycz6bUjNRwoWbtQhS/xzBiHJHlmdFLD3X7ls9gss+l5MJtGW+t3ujnU4d7PoYkU65n9hvpLhWoMOmxfH+DQ0TTMKDU+jW/aij4VGVB22R6yIwJBgyzAzrEKYHlAhVBJA8E22Dy0knCJDQ+7y9oWeJWDv/fJGA06kb7u8UCaRNeNJoXDvVB4wbcsGgQryW3eW4uK82rliutmzpfg6QTDawv66/wIHi88GNw7f5OXJZgxfs2EmSSLluqXPckZGi3KwHe68tt4JpIGnpU/ktm8vUmfN99Q1Jt1a+KYEwSLP+xX0zePbOiYCPohPoezrNI2/Hw6sZY9XIyKJt2caNW+ODRBFee/XFyLJEYoz8zSSKKd/04tBESeyo9CUGWMgIqqzhy13iJUUCZskUhdZ1DiJhlhjMaDWQZj4TZC9ql5RT40+jZXoSbB2lMPkLlBV5eT/fwMSfcbNSl5xyI4nDYrC4YsVKggja3nkOYWEd1DTv4LssRXsuxlTgfKPJIcpUdnQmToYXQIKnDRherjoW3stlAOL3KpQ7gIFduRqtquieRUMM7RdV682klAeRU2VgGDPUOLReXhErg75qjI4lHPlzlyIb4tnZQKNqD2A1h0FtGZ1tZFKWqDnQQukpMmdqBBwbD4eZ1dg8iVwNIEs6rmkaOcLawkdbRDCc43KYpdvAEfp484R7gyEF0w0cbr3lDrriVkeGIWrmLFIvsI5PrqK/b6eb2ei7SBbIjbvt1ruCg/bWm5T2yLaN/IXFL7I3vpeBaKi648DHyUDreH+NrQevw64aeEBjQMTOVbPEoBJ66qCya8pOtTQVQvRRY3OJoNa9znEZQrgUJMcsxvFA4zG6CCMF/yTeg/eaE2lDhuX8KaB1eDU1PN/58f5sIYiLJXQbXITHDRAkc4tE1rFGJgDlBOeKJgrDBz8TFEpHYUlZSNzOIrX1DBSjewrnEOVISlImKcrCeD4NsswYRbB0YJ4lOYBmamoyLVpYmu16f3dIbTzy6D2crWF05ZCj6D7D2XRCAWgs9+bCeYI2jJDvb/nVc2ODkGWfy9wxrl00zixQQJmml7NnU9Y4SsnCcqsciIlAvpdF05At9HauWjZRrkLDa3lcg2NDUsD0oAcnj/P32BKOLEY0JWqijIN9dnTZUQ6hmHUduIDQK1zEkcGubNNV67OrQJBEv//f734f8eCrsr/5m7+OO/Gd73yXxODl7PFPPQYaVwOvakuMLfKO7Hzn3awBZ3ADEiC7aE7w3jtn70Zmim7YrNPtCqPphATR0R8iVXH7LbdmG7dsztpwyA3YL41kG5MGvMMr6FKdIUAuIIN1uPyvf824NZCxZkqqJ0+0RGOTfbXK2lgK8b78+vlfxL6piySiIzdObud6JmpctW59PHvIW4BqGcTc9+CnQmh545aNqaRDxSDKSjh5k5KiUnmc49nf//3fZ//yj/4kEKhC7AXRMBMs9oAQvpB99V/8AQaewBku1Ye8tyjfZ598ImRtLBsNc7ekHEgO/+u/+dvgvH35i19gbehcxUEOYI/+6F/9WbYfEeFCuuL++i+/TiC8F+5gM8FqWyTRLeda6Ga9CWT8/UD/taPeG/d7/fpN3EK4cnR0f7jv4zjHOgb5wNIqgktnAxW2wyqM6aeVC23uMHfHtRMV1L6o6O9DP/rgk4HOqDW1a9d7ocvnZBPlS9QCVJxb/peJ2auvvYxfqc7uvOfuCPRt1Hr77ZdJXAZAaq+CUoIdluwdZaYkn6STDToPDs5Eb5zAIERKOUeBNsX4v4Ks5eRpvndD7Kln/Epw2EDtKM35jibPwSkGXXSiSA3i3nM4+e5DrdmDn7o3O3HxAkEb9A9AC5HWHBdUm29A5ixO7/tFuiYNGBRTz0nh+Lk6YMXJDXhci6A8cB5KuExSFgwm9DNq97nOSwngDWa68TeKf9uk4Z/zTOKI8i/23wA2mumiDJyqEQYYHe3M/7TZDWNg0m8g6/eKjIna2FilnbYJLDowo+SpbIr7QXkyAu4UJBvMjNCEUYqtjG5H6D0CCjH7FCTMMq7r5/xM7VoPOmvqpHXRya9ElJUs0SfLxhHQMfhc+yISJThxoas/gjqnC3XirxaQdNpE4f2NMWXIY1nJUnNPHTwbHgpA9Ez6DLTlBBq8iZj7HnZjryNJ8vnOnGkJassSPk9O8wxrrIZpyC+xh66flCXPyjJE9KWUKCDcz/+u56y4R52MxhJIEsxZje6rvtv7rsqEZzCaAbD9Pq9UmXGSu+XLV4Qwrn8isMP32wl9CiR7OaLwyqt4JgRZ1NtzrxrgMZ89ezr2yff2TKTOYYCa+QYIY42YZhNrM88VBpHLu+fJjXM+uENXr7vupuADiJypn/TBh+9F7fuSuiZ0g9WgyZJ4ZzhXnJgvKfzfwKXVYIkkCRVKFDcgM8gwALPeHbpWLLjka0sZImNKGyjAa5ByQfkGgkE3JgIbLpm/E/phOKEIWAj0XBQDIA+fmzFFdqRcx/k2NE9E9LgYi/l+jYm/Uw93RAPkRkVJjYDB2WxmLZJS5aD4ObaKX7alHIdjsCmvIiLmCAxplKBWbiazEMdlMOgFk+thV2JcaDbE0qnaa35X8IDmpypEVyAbbmNEkDLZGA2kHbM61wR7MqCd95dg7SU3M/FnfAcNbG54rWuiE/ffDUQdwh2EYMpYjqhaqL6ZKs7MtjPwmXG8CF1dQ6hxW38XcnX8UvuZCxjb5dl9oADCzHb8iMz0E5QfP340Lo6jdD7/7Bej5Vyh0xOIeiYuGBD3EAFYFe3f0aGq4VHTUA4XWaHIEplNPwjlKt6nG6cbat3s7SDQ0hRnxMzD7rPcAfXgurdmzKEBNk8KjYYQW77dC9a8DNRLZEW+mcT1S+xFY/2yKCFM41gUdVTgsAzpj9MgbZuZz+nenUWMM3N+HplKmcTc4FQn6N0S3gqkCCz9mr2HXAVZm0GbswA1VsV8XuLYQPKWkM86eI5FIT2jBo7yxERogpBNoCcnxDNpWUaeSS/ioIlXxFqXVmZ7d+8JesH27deEHp68GJExRX51cAsIEnVwngubBrzYBuiJ+Oq4HlkxzpSEQmDGDXfM8+F3+NxJ7iA1MCQNPzNYCa4GotwTuUoaAYxsdGDJN+G/awuOHTnHd6ttJcrGfnFmlyCkOQQXtJHRW5aARcELyTiHSWBEFrcyxcC70E5ipoF2fXXYO25Byf+F5wM1XNO8Mc7tDqYcnDpzKtCy06fOZXfSTbqNAG3/7r3MHFxNINGf1aKVOIL4rjyrno6+bO2qZtawPSHtZOaDIF3N7JvjZiwLybn0PEn0Vb5DvTWRrlESPQNS0bVmkA5n29aArAwTaOgYRL7M8B+iRPnyiy/Bd1sJ2lwRwZojay60d2Qff4genHxQ1vbTjz8BB3R/9uinH4uyvEmq6JTaTHa8mSTWgTKKLH8bFOuLX/xSPJ+k5cqqkkAE/vM//KfsySefYYxXDUHsciRIWgKZUCNQhOH0aTQiOSc73wd9Yi/3frI3+9rXvgoPdXuckTFmUracO51960c/iiHu43z2APMM77rj2nDww9iqKMXkaBU4PqsoQbFgr7XFjqNazFzkMe6e8/hMNEa481UEME6REWkX/fde5HigItPJMZUGR60WIW8DoPNtiBUj33TDtTsIuNYH2hQdxyTHBmQ6VRuMRGys6JiE7MS/HDtxkIkX13O2luJvPojxaiYXq5iiYYKl4/LcJOmFJJVg96ln2ruYQ6MSrYbgZp4T5DObRJuseCcCHWSfdYxxn7DxBjft2CYd4mqkRqZ6R7NOys6PffqRbG/f6awQxHOW953gfNlY1gjnMprqbDSg4UxEqI8ZodoQdUMNJqQk+GzRrMHz+N/a4U36/Pom/YKoe1AaeJ5K9kgAIZoqFApXeUIaCD7RCpd+QaDC81hOgNZDKd7ItQJbrS0uK7aTfAju14VIHpTcMLFwxmsn75bzFaH/ZiWEAM4Aooxu2NRwhiQWZ84zK1pqkGuVKkfULyY2yDW0xcxZEHBtsXxNk0fvV2VFNc+HpiP2Q/6f88mV3zFI1ua4lwYrOQWA02eOQ7s5yzsz4xV/5Zq4R7HHqgyB1rcjcK1fknsYjY4k/GOf/gAAIABJREFUVu6nfGj9sDqczSBkii03geSp86jfbCFQ8p57Hs7zGVZnbBjqIk7x95cCgIRkD6CI52gA5L+fNc5nD2bwSQqBi/zqnyyT+r1lBlScAwPIauz8udbTkcTIqR9B9mpc7pyNmDYZqkAxj1Qbv9rNLR/yIkBAyErFrGfmtjoDl8/PlVz9uyRoLldS2aREZZAzaMzlnvmzw9i8vAee3jZ3HWUvg6v9tJ0/81vPxkbLbTNTUsjz6MnDMSYnda6BcAC/qnOiUYhOOh7O8mbMACO7t0vRgxPDm4+1xN8nsqQZHDO7IPwaCZuNODNMiQTVxoUpJdwnbpvCoekC+PAhv4EBDaIgzjHKgmQCBosbN24hgz4XmaQkyVlQNsukBlfLCBpOkXXpqDwcoaNFmczdTAttxhL00EADG8mk4nNl0PNnAGRCI2pG540yefDdbYN23Ih0Uju1PBxG38K8IgM2RDjRYIaLOUqHYASjGHcDEt9BGNwMsQvDlBM/1QHZjZXT1dIIlEHC/v+Yus+YTe/0OuzPDIfTe++cIWc4LLvkdsmrlSWvVnIvCvLNjhEYyafAhmEkCGDkaxIgRhJHlhEjgJPYSQzBgmSvZUvKWo3bWHaXdTjDYZvee+cUcnJ+5//c67yLxZCc933e+/6Xq5zrXOcixWJ/lGFt2v79+wpV9zOpQicowEe4G2FUnbKrES+DHsmYPwmnyuefjczClu1bquJsoPu9dPnh3C1PFxbkiXE8efJo9XpGI0QOT6Dav/KXf7V7QYNNwH0mh19XHpL34+U0Bi1MUGluIkT1ahyhQ0cslBbbSl2xeeZV0achdns+ZZgLiQZWIekmyIC2yUAFZ4zD3qA/zpKyneBQWbTNB9nbdhXFKQtVBHmkRc4HadG0wGDcjEFflqDuerKpNbozjxydPbdtb7g562anHwXmvnIuvKHFQW3CfUswINCUFZ0L1wgfZ3CarlUolJGTUVdRP3tw7tylBsiyS45lW9ay3ZXhdigjFGnDdSuPhGDmaHaAnvhe0iIVtTXXrsgF43ktRu9KCPFPNXAi+miI8dDyM5pqfQ2/0ow7ydF8UumA0dwh28bv6zrNu6Sc2XXZ/yYWkNqsh/PMadpnAYjO1I1puEGglVlDijsMOcbyMYOb8aLvx1gmSH6QySYkX0ZWbwxQqA8JzgWOghQOHup+LojbuXP3ghJEO02DwEdnYtSSoOTOHjiwP0bc3N1roWF8efb7v/fHIfQfKPf1YmgAJlRsjEH605lr+69/+1/lPj+bWbWHZ1/46vYkdin30/0LB2hj7tRjSS44llcSkB87dnn29//+354dTNkP5+yVBHyQLggLhuItHJwEvy1LBTk7mW7JJ/dldmUM/+roO56Lw9kd6ZBf+7V/GKR60+xnfvZrnXW5K/dSgwtUR2CqU3t/vu/QwXdnb73+1uzv/d3/avZb//Jfzf7qr/612bsfHiyh/8UvfmH23ZQ5/9bf+s8q7MvxvBH5CCjyz0d/7mKoJS/9MIhigslrmSzx6ivfn/3FP/cX87kvdlg4G/nrv/5rbZYgZ/J7v/fvExj+OCNtnm7J9uMQst86+JPZN3/lT88OHXkzo+EypP5AEI4kfZzz6CZMR38CiddfP5v1Xd3PJDrrDD2xZ3sRwCHcHOeSYE3iuiT2WqDRCQc5FwjyS8NjFqionkCoNsReKzs6cwIln7Ep3EGi2kbZQQcWhpu24JHPWhE0/hdaKvff3QO28WAaJV555bXqXf7Nv/mflv7w/kdHZn/00u92AodgbuqcJ7nQIC/BG5/h/E78I0Gbu0D/sKLtkX1hb6Ed/ITkobQLc2qTZPmqtIIqRif0xH7kgfysgOJ07vOqON/Hop+2PEDe+dcPZ5rA12ZHP03pL+f3fCgBEiBK9hAw/Lu7IY7jn0G9dEeaXrMv83QvBx2TWPFx/KSA8XIU+y8EyWzQFnsisGJjJV9s2+o8j6/zsS98lKYbAdOJIKWQOvZEwJ+wanSp571VsUhMQLhWpgv3/SMfBf2/3rNz9vypCEJvqW1gE0gL6ZAf/5yzYK7lhYt5tu1F2iChSxO8sllGAELjBCTWUFJ6LZ/LXulWr4ZiKE1swcULg3aD3oNXduDpz1V+ZKCgmc2ZUXiaI+iO3ol9kPgpUa5bT/XgYt41Op9XUvUQL2iky2cfikah8YhDbHh0zx8L8v14/mRLh8TXSCDoJ2pJuRd7eSiSQV9OR7R99uxTCfy9I0caSNu3u+EYK3OqCrRql3PkHS/Ev7//4Qex0SnRxt6eTvXqk+y3CT10IEeHcYCIarCtqDKCBqXjRz8O6JFE/Ez4jPxCbDQ/cDucxS995cvdt/ql2C5UlrOpUjkPKo3iooOHDhWZnMrnkzLAldjUXfnvErZNqT5IPirKnDMx1AYSFP8fv/0/RmtyYS/Gv/k3/6YX50BmIr6RzE4JCoEdzOlCTMHTY7ngd3OpjRsxQFcp49TxEymTbc5FwYVIFJtOMQ6OQecY/TKLrs5ubMip6K89H74BJWOlUgGPS8DJiG4FJw6SjcOZcMluJCufulKLVOX3a6t1ADUGjEYCSMFQLG8beoxzh7kGucI1Ik6KvO+grk7gIJOhFi3TkQHqcsOB2J/RVi7+rUTSLr9yBDRnbUoLoNJL0XvanXFFdHPasZdLrXzGkUFVzOzEC9gQp3Pu4ukiG4IvQsSCqku5zNZzXIjRxuwyyLZGd9DokqooZPyH54NaHD58pAbCzw1O4RAAZExLXMx7LYhRUDO/dC4z7cJBkRFcQsqEfsYJQQ/WxmANhf2Uo9Xf44Rbk28pYUHKIJvTZfYzCYw2lfP2m7/5GzX0oHNGHvnYgdNgIWM5fuJYAsf1s0t5TkZeprU6+2gSwQeRccAVIFp8IZMflCigbNX8S6DTLrRkhtZjceeBIsFTLE9gkr0SoOLiDcmTTDXI77VHxv6cP3M6iMrOcizp83yaxUIO3pys/+hb7832JrPasy/jnSL2fIPAcM7b1WQ0CPRbMzD5egRLnUulHeUkgfPpQP4XEwgj1io3uOD9vdWkClzdOYgpQyTYOHsuJYgYEFpgvLwzOAXd7d4K2ipZ0FWKL4dWPrq6hr6eGa+aT86Gm+HzIF6a913UlkLmcPk0XgjyJkDs2iPq5mfGIOehtF3RzJz1as/l90wCn56ffAP+BcVxn72AnEjOCkfT8+PA6TKMw7wZjsbKZPYSFCU671WkNgkWhJPDcU8HeTicpnw/B+2++p3Tn7uyxhpz1OQF/3gdBFSVzJXlrsUIO/fLUvql7QcxhFZ+hhs6F7jeEWL1EihEgvon9+6avfPuwXDDttQ4V/JEApmkYEFK56tXZKpHzoNy68Wcf/fjQv78/IsvzP7wT/59UK6rsxe+/MUEfGdmB987kr3LvqYk73cKBgkXr9dRjSMXagUOkzm5jP3dnO0vPveF/ndj+nAx337/YN7hxuy9o+83U3dePh/n+ZUIyRaJzFoezLzk7/345dmxsyc7T9OMywc5808qT6fBBBfs6TjIPWmO+L//93+R577YRpYvfvGLs7/9d/6LBFHLZn/w0h/OVm9cOXvTWLiLJ4uudZRaqCFTVy8buSllZBk7CQTnGtemtjvl/scrohoEIp2cOMr2b0nKxs4NkjgpIgHyvaD2uo9RVz5L8IVoPr3Lxrx7O/F0sAcFMe4PYqD7717WZBX9rAQxEl2frxsR58/4u2iL5GQuTVD3zSbTr7/+k9lP3nwlqNJA9CZ6DOfLMXvvNngFIWLjhiL+oKmoipTIj69Ugv7QD5Q0e59BKt/Z7/UcnhnA4KxN6BPNOrNn2ZpV6cx+dOPe7PBL78z+2n/0rdmRm0HQIcupnFRsNnZlTZytO7QgdwAajw9nxibnLcCCZEKfyqmLPXHnBE2SrjZXJRHksNk0gcBy/tXtzZ0jYQKdXxPECOpUwdt8jz21vziIzvJowlApGPxwfKnLuUf4WwJXthSKCkFvw13uxBO5b3t37ItuYubiZj9pkwlEfb5y5PETH5ebTYmBUDxKjWk29oQwLKTUaL433vhJPxtSyMZY7xtB5nV3VuA+90FQst8orAA3owKRz8l5eO/dw/HFa4KWb4uf/SwTBMLdmgX5jIQL7tdoqiOXQRJgBIZFLLOOlWqa/3tlhnI22LwFjGP+vdMhck6cc9Qc39NyahsqArbk80bwFduF8pWvJQkgnSv8ZkAHwEEXsT8FjGNtJ+Hj2B7wDHpE3LK7ld2svTMxyTrdx38vX3rYbWvbxph81bfnd2P/ZfXHe0FTSQ2Z3pJnsa+lhml6S3CIy7p2PpLROfNZ/EPlzv6f3/m1R17EZr/2o5c7qHT/0/vSTfhGa7H5DXUQnSc4f4Bqc2kMSJDyaayc+XPvZ/zEs8/sy2W+l8Al3VRPBzFJ4HU3c/gEeR5U9NFSYzb38KGP+s9fymgWchiyMQvMmQ1iZrK5BJBtz43Tk0lCLSqSSAIjwZIgxMGRKSFhM+AfBR6VuXXQa55zdw7suzkwvnbv3lkdOsNrJwFEjokWG2QHauXvkQBvVJ/q8dmZcOUggJfaVQaSw1NSZss4IdIOqcl77tarjfswbDbPNOrWm+uYqV9zIvR4GIjq3+R9d6Rs+fZbB2N4Y4iSQXH+OGUO2e04wwdBfHwedEzn2ec+91yzhfKTcpmt3+2M2+A8RjNFWsspvFeiJUYtGxxaTy+NAcjxvg2WXLqrWXOGAY/BrFPP9PT+EIjPXQ0y8lz4SZ/vmq0L/+AHP/heVOyPxPkit2sKWRTEhrHa1gxCliSwvBNjcCNBuvdoGTgXad/uPbPDbx9qydu4kIcRM9XdijtU+Yi5EKa5lu3GiQFjBI6GmyVYfCZn6ng6ciBsnD4D5zLdDHrpfJzvXLwEHgn27Vc1jxJErFy4cvZBuhr3b0wGlTL8hceSGAQdJHK8Mo5UELwryvo3M6lic+bNatIg7sxxKJfdChIH8XI3GG0XVIMG489Y6G4bXVW5IoZNBzFaGchbUGTMTOVHcskYLvy4jTGKAttN2auWceaD3u8mEVBiJ0/TZoB5l7MyR+VUgnZ5b5IEglwdjQR1BY9t2skdvEwjKmtnPyZj6rnHjL4hQeBOKYcy/H7OWt3KHRJIynTbSRoUhDH3HJDXW+0YzZ7G8QgUSdI8rPwAKgGeRe5rvl+n2AIBWZsbBm/G7+VQBLgMWInkISL7fRIzFAsI3s3c90FzCCcngTSEa1mC5RRY2tArESpinr3mcAQV5HKUDySURvdAEtaGR3Uj42pWp+y8PMkXdEz5zwilZdk3TvWjCPDeC9Gd/MnNICQr8t+RkQ0cF7hCLacmIqijddedLGApITh35c984xdyfiBRQYbiYJVz/un/9c9mq3QPZooHVPhLL7wwW1jU52qz/Pc+fH92LB28K/J7fRHmvZwARCZ+Q6Aax7Zn1+4Kka/IbNrvf/cH5Y/tSZmW7dN55w7cTIXgas7ZnaCWd3T2xmdtyN0blYk4hjwn+8JpcLoMPM20NnYI0pJoeF52bAi0Rqg6/Fyzp9t0lX3nYAY3KUhlziYUnK2Firtv+HD08giJCnS3hJrQKQy4pmmQ2BAEbgg4o8OQlTC8O52pEW8WsL34+a81aPf7/viP/zD6cEkc8z9n1JlcHTsBtXBeT4dOIAnRpajz1Xv47+6hYKyctCTCzht/wf5LIpynCZlxz0cwOCo37pT/s5OSw4tJnu/kjuEWnzuaiRTfOzT71f/4l2dHb1+cncoIrX17UqrPXkHInWln83x4q7hTbCbNP93XZjUbs8YmON9KljijCPlHPz4WNGbTSKBif5y1ap0mKTGpwzPfyfe534JOvOb7QfMltIAEQTj76WyOsXaDoqLyIkgk9XQqfurF6N9dT2AKNbdey/PMj3LnPv7gVDTo8r2hNJ0LR27PEzs7oUcghhPXRrc0x7GrO7bsGjIX+QwAAu72wcOH8u+Qn42zX/nWny+YYQ3tBQ0/71zViLxHfXcFgM2F3dSJHuhTZH9I/RhvuXVTyoXXj+edUqZMeVaAOSppo7HL/o3msJHQtfSdd6E3yA73/HKggiAi+zkPrQLG9k4aboI/dnn68pmeaUomratpCzc75N3c3FHG9/8GX/6X/14efE6utdZ0h/JkbRi9MeFCUGmymUkcRHbDf87e9Hfl89uFS76L7NVcqYK+31RB5FtI1Wi2+2mQmHNq0lQnfGSdcfqKkOcd/X/BP/+tf/BoSUpG7wR6/8M/+v10XD3d7jBSAy6pDSE8CtY+dkynTEiI9Hti7O7nF14PwrR//4HZkajl44J8mhLPQ3ptOXAuy/J0P94IMmUzb+WFEh9VZfvwoVz81KLXZ1isDgvjYHCvZEce9mQOV7txYoAETf5Zt0kPcA6qCyNYOBIIFGn12NGTveAuheHodxKEWnAID55Z+RV5zxde/Fzq3hHwDHqzOcHP6tTjTwUS9WX2JgSuBqQDXtfM3nnr7f5+hkNnsVEul4PO3c4FhCwqsxmmfPx4uDaBMpGwlT2JgSIynuCoY0BXJXo+FzTF5SMaCFlUe/8wF1pZ7lIga3DoOfIIgWWhOqNLkLgwnh4dsAwqDkT69a9/vcjK1XzO5XSVKEMoFz6XkhMy5qKs/fbNmc+YYOVsjP3n40TeeOdwDnFQnARuhu3ezXO7+KNBY1zQzZt2pA3/z5W0PVT4H+RcvBGi7huVkFi3Pl2aKTGSc3EJG5jl0igLCDZc3DMZ92Jf7OXtlDm3BOn8OOVp5OTnIhx6KOUkiCXOIOOwO5IVIwjSzRP0IWr1ygGTIGW2vdMHxmWLnlT+DpJ5KRk8h3jmNP20BEkxFJvCgYKWnYu8zPNPPjN7+Tuvzvas3jPbG6Lq3XVpYnkYdDPBElKqFmqlvg1BL+6k3EF/all4Ou2IStn3fMrJAhf/3j1Pl+ueoBrOhsBBQqMMEupWz7ZGAjwmjhPaqbzs7lgjQRbOION0Pd1fvmThzqfvaSu6UnFut4CRQ+H87ROkQTKgfIJHJNnopJIYrhJyw+FzTp2HSlDkfnlmd3cglOGABB3wjNUbijHDuyiiGsMHMbDWlYGJQWwZNH/vfrW1XwISNALHrlw5CIcsGg0ye4ac3+7TmDZK5+5aTV7OKt6G8kXRyTnyN+YOjqkXR4N2rU0wK5DEP6PdN3E3dRNC+nGsKn8Qbp3h5YjhPZvzUpeZtVeCpAsZP83ebt+SEVcJJuhICjiqN5X9W5n1PgPNJFOT804nT0cmPq3KgC7Qp57e36TIGmxIQEXuxz/rMpY0Mq44Wsr3a1JOV0r278qSt2pvqOynqzUBi+B0IvZb79Ibsi6+d3SDj+BiTdC9yhtlXcqJzf0RfLgLusUN5n4864DX1YaXENYrvZJymS522bqyjcTac4p02QnBknPxQTpP3Y+dT0QDMYPEl+YMeV9drLQDV2s6SBOFLnWBxuHDR2ODN/+0m++9905FFX9pztInkTt5rvsp6PBszlA5XkEjlwdhIzM0xr6lnB5MARAgoNu0MfzBK/dmv/gLf7aTNzi+o0cPx+4ezYQH6gToB4NzpLR8Kc6dLSc2bq00i4lQ2T7nWDLYZqu8O8mLE9mzIa8ErRuSNuVs5rzyI87xmAAymp2cJ/4Eer1q1YZ8f+5I1uB67PpHSTCVoz+JPt+FBMjKsWbdPhW79Mprr9bOrkqSpVHM597M+fRZlRvK7xzJtBJqgt8krBqj2FbICZ9gvrA10ew3SPfKnOgupplE3zPPBpERIJyPRM6mIJvuORqGZJ28zMacibWhhpCgwv26EIrFqlQalsY2fBbkyt3ZZt50usAhbe8dPD774N10B4fy8En8+uNJXteuS6UhdvzObXIV4esm8MR325n5v+0GTcKjFPlnfvFXQr85HXT7h7PD0U785s//+SClfybI2sGe0xiN4eezvmyP/ZKAvBllAWfjhc8/X7+4ZePWDJA/NPv8c0/GN6yNv/5RzmkoOjmPzjBUuM1yOUv2lY2uHuVczkQl6/HYz6JaOdv8C9tjrUZjw9r87N0hiZGgy59tCEnwtDIxCzv2dKgG1rAUq9wv50m5u3ct9hrK5pntoRGUfn+n4WiuzNrylz3vsdFQWmO7gDdNiOP3NZrJitztyrEEleSv3EfzQ+mLFg2cJ80484LLyo0EYfMzU5Wttjr22XMXnEjp1bMoXy/43e/840eGuL/62vfi8C5HkXt/gpH1GTvySiFuhguXS7Y9xN2onS9M5nesJN6H0V2Dgnwc4uzXvvKlGICz1Yh5Jg71Mi5CgpTxGdETS6CH8GfO2/V8HqTKXCEt7mfCtdHiSiX4iWQtp5O1mcuHaK6z78K5M4VJb8YB7d331Oxkhsu7hIIgi0flv4KKyShdLIfeYbERx8KXc4Ft7hN70mmUiBfUKUJeF02ykyEwOjRGVN03hDwHb0cctM38KJpLO9N6D/3qgcpmOlw0Cfems4xgKDFRSJ3M7V4CC8FEhXd1CZlRl9/n88HnkMQSDAPH24zv/eD7VQh36EfGOBdTzWF0WafxYUvz9xzp1hjUKnjnYOGgHA8BeHeywfsJWhj4i7nUK+LsV8eQL63OS/SncqCPaE1PRn806wqRWR5U4GhmzOrc4dTXrtpYgdWvfvkXuld4E6++9oNc5E/T5fJRD6ZB6Pcjjiv7x5l7ItpZgmjGeXUCZXptr/7ojZbVdGV+kiB9dxpBjn94ok0KGxK8nrkcUm4CdWU9RNhNKXF/8MH7QXczDQGiEoL4ghxY2fyenD9nE3wNspYwHD6S702XosynKFYuqMz7VKQqBOU6KRmqBZn59uM/eX22a8VTGV+zeXZ9+YVwVBTJM2oo5W7BtVK5WZ+L0gEsUxe8kr2wDwITa+8iabMX0LS1PBlGtfZ0NOUMXOQIE/g4b4s6bxVaNcqfS/Dvste4jU3O8r4VfsSVEigns3ZJW+aRSSY4rw4hvbc4H4Et4wUZMi4Goi0Dd090v97MWTFmzVdHN+WcCf7w8TRBCEhGYB0HmnfyNUnZTKPfJm0gkhkCzcLzzk+CUs/VCRspRV5NoCLQQmUwweFWglTl+CI88/KDoFowMbiohCwzfD6/Gy1hCWQv+7tcmTWImS5EszkFr0oK1qVJmvJc7i+xbLp9SuI+A4Hfn8REK6yc8+lMXgznZlWClXsJ/OzV1jiSxdkMgrdoaeYK2gtq80PbL8FSfs+6lP/Jf0C2GXd3FZdqQmnu5XdNRHd6YNcSiCmrtSQUuyA4oDV3L2UpGl7QdwC3QH5ZDLzExPnByzqwb39FfN0JyLLPlT0rC+lM9H3mME9JAqcwybCsDcom+PTu3mPtGvzNQZt4GLRN4LWS1mH2YMh04AclyAzqw14RvRbgLE6gcDpd153pmTNECYBTcdaVaLZs3tHu7gfhJ+FV6TBHexBM3TR6J478Ss46Ry1w8yXYYpNaFYlTZgOtBTHY+9m7lTlDugy/HhHvNcvj4OMrONTXfvSDiCe/UdTe9+iUNAicveOsvPvyrEnvkkk2RVxHcICzxPYpV9pPnbYoLpy/O1VkXCkqP2uPOGMII46dRLxniIJ+5xeHKG+yQhyrTvzqG6acLNmgXfdZ1rRqAfFje1O6/ujYRw2ABV7Wd0ukU86G8zbtlbXkhKszmvuya+feBtGH3n2vQrvOTqfx5F7uDprJj3YiTioU9pMt5ROcB0njkP1Y0z3YkYTIXf44/CtJ0DPP7qtd0EyDh/UwySKuscH0ksTFCW4Mfqc/d+Ljy7Pv/eG7QapJocTfpoFswYKb8TsvBNW81cqKDm4NXfsP7Jm9lck2bWrI+g2NxMwPf3Bu9m4mbLz28ntpIvrFBKS7O82G4ZO0I/bbD40K/I3u5V/9K381kivPtIGNXWDv38v0i7/+N/5yfua97FG6aUlcJB4QnLXJLQEkZAuaB0VW2bKXnmUkCJEMyf/J86zSGZtArpNRcq6cDV/2H5IGaXNmpuB/JJ2jy3j3jp1FkKdASYnS2RjyIvGd+IXxuTcSbGs4LHKWO2RvNPfwwfymmaDuHcoNjdF1uTvsn1LaqIRIxIftoZvn531JEhQnULzEGShji2mEVqNu6JEaGtAKpa+cxSYbOc8LfvT9/+3RP/7H/8vsq1/7wuyl730nM+m+kaAtMwM/SvdMslTOBAnbh7733nvZhOd7KE6dPhFkaFuCABIK6f4Iqff5bBDlfXNHl8SC9WIlA3JwbydjMdsLmgTJeScH+UAI9WBaWcOp4xkQnwfbm+zERTyTQErpZWsMx2N52NeCxL2Q4Ea35eYcrvcTtdMjk2k9/9znEmS+Pg9wElGH+Ixs6eVl6gymoAl3yDB3SCFkbFOg3dtZHIKr91Mytfkfvvfh7M/+2T9fQ6CLsurrQWpUyfE+oDh4Ty6ezwPZMgI4eA4cVIZY8b/PHEGbbm7dhgRGvmRmutgcnqvhCnzta1+b/cZv/IvZt771rV5MzsPBnTIHz6/BAE9gXwJVGTknAGmS+X+S0ujBd9+ffenLX01306l2II5mhqBfaR1HmP/Gz/2p2btRXb+RZ1weA3Eul0FWf1tpIYjqmqBnnSCRoE331+3ohwkcN2bMyPkLp1ryfumlPy5vTDnqfBoRBnSdoDslhRU5I4ztjrQ2c2ZHEmw9lfKmEilNrueeenb2x3+QwdAxPjt2bZ+duHA05G/K7yHbRqJBwwYeInSywWMuvKDPeuDUXA6ZXHckp9Yu26AqK9I5xXDvDMwP9SIFQ2y5IpPhiCHGblqxdfad33p5dmDrk7NtIZkveSJjum6czM+G2J6SwYqUCioZky5jvx/pVAm6pffsaUsRznH+rJRI/mc/cCbaYZUv+6gT8TH6RNUkGvIEghuz8XTBKbPRWeJcOYCpk22MOxllV5dewAmBaFad4E2XE84Qo0WpHIdH8Kr86rIzPsRBdbD5kuwIdiQpQ05Gs0EEUWPwvIO7VT7+lcQRAAAgAElEQVRE9nBS2R6NQUPEWkZvTa8HbYGkdKiy8mqCf8HlNAeRc8RRk4xorClqkOcWvFWbqDMI89xBFsnu1MklsYFw6sreluyevteayJOcTKK2PneuSJWpKnODq5vN+7WDLUHo3ZQDHyV5YDuuX0lAI9kK34ghvRzO6bLQGhaYlRm0EL8NMi5gFAySaFmSwE0p1r4+Fn2tlVDHR6RNBpfK5whsBCbN7mO4lTW8uzMlKVkem9FySX45LowAYS2du8txVkkCSD6gb3RweL7OpLTHubrziMuDb6W0PXQbSQopkZN/odvUikbOEXFTXEqD7QmS+/ljkR1g3NFxViWxwkMlmIyDKshdXwkkQryU68cgb8/R851xXJyQ+btUAQRYnL2zdi6J8Oh+lzhEZzG2ULdgqYckPubOAyfWOklE6XZJEDw7Huyjzq0U/IwxfTvDYTwcP7ExZ91kn4VpTvilb/2FJB0jmXjppT/q1Bjj7jbFxnCw6DElwhv7E6fnnjujGoiUwdEkOMBO9sheW5NL6eZ0vjm1linjL/DtJkqAfZQQWJ/pHhGlHb8H/1ngYhLAaG7yO9uwkECnk3ySNKiMuCNjsLdzP+Q9BLECYzZ28FwTIOZ+jsRfopNGqgAGO3em8pQ4QoXqiQR9Ag2BsrviOZy5rQjwCeh++IOXe3eVyovgBS0WxEHD8CwnxOVHr772U07e6CpXXg4nMyAIWtPFS6cbqCQ2S3AGYQxKevL67Nu/+YOUS9dHPzGSJUlWH190f/Zk/NqpUwm4ctegtU/u3T17JrSmV1/5YezBxiJAmgcWL300++4P/m1K25/LWXsizUK/V4TxZ75KbSLdpalU/KW//OeCZEXWBr81Z/07Eb3+wpe/VKoRRGvzpsgWxY6tX5sEYskns1de/Z3sTwKQJNjQUFIt0DP2wnQZdqji0uxfzi8sXyCHruNPyQ66RxPX/ExRqPwdH2ptlYfPXThf4MkYTPvm+ySPvk6dONnvQ61gr6wlSSHfN+gGg25yVfNXfp40jXjDz/hcfkpM1GkSqhcJ2PzcnXx/+Wf5XM/tPPr5QSEa86x1ubIZgjkj+PzOxfEZ9wnw45znd3v3SaZrRXybzwZk+MwFv/lP/86jl9Nq/TM/+6UYOeUSRL7Bl3FJroZoCP1g3OtYc5AccJAfjgEdL0HVv/yN34xi988n8884CLyVZFAI+zIIvByfJ9ODQjF4H2S8za6Uk+7FQZHwcOBf/8mb1VXyUjJGBm5SmwcfIzh2MdMdY6C0g7wn7cT+PHUyOlHPP9sMBVH/SAyH7peD7xzpIf/e976XrqX/JNoph2qYQdVG0zwfsu8PXnm5gdxzEe98I8+AFGwExsdpJ8ZVABsjuRPx9Yw+j1aZEivD5fdXDiTcMZm+oOrf/bt/N/vVX/3V2Y+jfk7gUXmjPI0cYCWYAwee7aEweuaZZ58uH8CaWSujhFx63YYyMsGywO6dg2/VWK7MSBfBsMDyo3C/dON+BmUx2DhGgWyIsWHf//73Z3/pLxj4Htg5B/ZhjJRxUZ43XNqOiPos/4Ai+fxzLzSYNnaovJY0DZwKQfXJoIkH33mrnUk4OkVbICZ0gJKhyk7fTGb2jW98vZygN945lOD6xSIJZ3IZL6dBpJ2gMbZL8S9uX5ht3kHrKUKLydxfSBKgnV7H4EfpyOlFzXPSYqPsjWfGieBt+Eyaeng5lePIOX1EiBcZOc6kRNNwoZZHMPizO4tnP/qjd2Zblm2OXtju2YLN4bYsSrlLvRVf6T7CPV29nE3D4c0bzc+7WP4ckzxGc0S5BnFqypZ04aY9Z3QXZT1cSs8yjTuhaIVS0EkU+dmSYNuNPCgD5UzkUo+Ze/OgIecIERyiLMB9mCADF1QX7uUEA5TnryS7Z9xoAuF+Ed+d5tRaFGtif6B1vsrdkTgk2BOIjK7bcGfyvgzF2Mt5YJXytX0lQupu+3733LM6+97B94Px3Z8dMf6cvr1ZHCK/zBKaqoPQO2lwIDSsHKVcrNnHGtl361aCPF2tfG7FtWOEB2GYiHb4QiG2m2qC64fAfS9lH5mnmaibY0AvJnmAwKw0bkZJIs/OkSwLkVrAYyQSQ0uIVqfyojhjpajPHkVCR0BxhzMIEpZ9bmfdvMNwQmmmpqvx3uPvlzm/cRgCJHe5He4JlkegNxqpBIySLImNNfalXGJY/PqUJK9ePp99GvaV1IPudR2eVV+3NqYHxH5+EvsjsKBH1dJyAtUG5OGXDK5kyNgI0bE59m1lkLNpikyJ90lC6fGZagGtlOCUr5nP7WB4YwPRWIK4/zSIUKpKECNRRGJvkF+em9nKY7SSYEC3/Pp14YHiioXbJejzhQNn/+z/mJuZYPzGg9k3v/krfbb3M/B+UbhRArbpdyrrWif2s4hlfgc6yfGjJ4pEkhuCIGsGkzQKzCGL3pEm4oOc+Q6Gj+PkG+wfu0qKwmexJ/5fGYbylv5Dd75nXpwz566z6UScfUFwBIp18vmZNjbkLrcsnzM8JE+iB5fAwGePcUhjzJLgduwJ4WtzI8fPAy4m7qF98+zEowUM7hWpJDSXoVmpU3IEwRKGTeFjei9nDhe4+mTkLAQ06R61p/cT/EPAz2bEZAPX6FS6vw3gV26e/bN/+nu5a9HczGff1AiWo7liRSSFbo1GtxU5B8mVmqTrdDfm8Km90YtLYIpCsvuJ9e0g/dwz6dJMw8auCCULNJQNlkQj88q12PoE37viI+3/R3M/woauj1QYQ1GkO+jWwkV3AxQkUEtjmyYKiKA1Ld0jdrZSX+XYjmQHNx7q24a7+C82zYmDeKEeCMYleUXqAiIIwHzGxG+T7Pr8Vk5yrq3fUuhYvkdy7HfY2wZEOSfus2kQU/ML+1UfO/cPYpUmwrE7bKpJRlPZ83JK2pPqBY3Zfh8aGTQ/FSFx1JD5WJgKUM7cvNGEvSX/IikfyCFx+wSbsT+ejx3qHUtyt+CjV3/9EV6LzKvDuKmxB473wS7S4FKNobSgXA/uS7bo5Wm/IC9zQO1uyGGXsdbw5ltFoUo1XsTl66T7HDIZtEWVrStF9TAlUPHVLsJcOMZxOBbExvCe4kxcEqMvBJQuq7Z0nBhEfptZYdM5P6pit5EvaDdOXsxFgEZZICVborHLk5F2QcPt8P1a/gWnFopRkqXXmWWRS97WnUqcMZeNA3NAqHMPYWEddCPCxk0jPUCYF9QsaCuEmw2E8h04cKCOQIlY5ueyfxjCspZnHDmoD8Nss2TanAEeDx7GEOIbBuVgRkwZk6Ns107UBH5t6EjZx3Pv2JZxQkEcdI1+ksMNrr1LH0a3jMtur/JeSox1Tnk/h+ZhR1Dphov4YAwMEWEltDGVIJlFMs9yRBqMGC0Ur5JL/3La+n/xW7+coPzDXt5H6UQ9mEaQu9nfS7evJHBK1rFtXcZkKY2HUxPDrrNGliyD4eCGsG8+LkiTPYISQeEENYw95+78rOtAeSW3cMLmiYFSw+MLghDP1s5++AdvzrYu3TLb/2wMzNYEbYtvRth3EL9vXRndvj5roXlu84ydASivZM470q49dRIpW+VVG4g0OzI+LXNOlZxw2qbuJPpPDKo7UeQ0aIZmlHGvlLnZsPlEhZzp0fEcNA3fJndNIEiHraWhZJg6sSC2eJWeZ3n2Sjeez3Y+qrsUVOFu1s4geM7fM9dgKBPl5xnECQViaCbuhHPUkuB8vBduCxTXWXK33Al3bTJo9kx3qfti8oi7alIIRwBdNdGmpN40JA15gGlOI8TOIPLMD9TIFK7pLRzQlKwEP4bWKwcrx3edQvY3UYTT8ko5aeWmXE6AsyZozKUgWZo1Nifxa3ck2Z0EevbnyT2DFI6+QYfxVu7CgiAiurlJ1TzKIV6yWPmeHM4IGgXt1tN62H/JQTXNlJfnfEOO5EwGnBNEhZoao7U0M2+d0wd5pyEAqpyXzD3OgO5dbUfskXe7YQh07nSR3OxjuXrRy1J+01E4CaZaazs/OWN2xXoJxnXF+17P7V4QLR3K9YNgr/RuPYyysq6ZIVPbYu0Hny6IBTJ7/h4R/nZm3ToXgs48aPcVxbvl+bw7GyUA89VgO8im4FRX7EgIhgh1pXEiam4erffqOB5o6olzpVG0ezj/R0nwnKgknktTxoQsQCe8t8+ThIxZz9EbO3e6qEbHJsb2rMi7+7I/tO8kIZKYiYPELyh7T3Oup3syOT820Bq5S4/HOVYgPMm2IEApFZdLeZgd5aDLmQ26PE0pmFBBSZz/3vmTSUohyZ1Lm/2yPmR7NCngtP2067GDze/1HfnVZcYKoltUM3F8n99rTTojex6wTGR/1IVOh0G7SQC7LFM4nDO2oRo10Q1cnN95K8HYbfYaOrRk9ex//Uf/Kp/rbjp3SSQjjk1kXkAOjST6S9sv+UI6pfclmf56BcC3p2uV7V8cQIdvP3tKJ+xIklQ9bsSHnL1wPJMt9iUAih3J/ZaIrU0XN9slKPe+glpc0JVpFLoW+ZsVK5PUJninG+k8uGejFGgoe2TF0ImyL86gYH5UMKgWDJ25amHmGR4Sy9e9n8oPX+wMTcGasqg4ZiDnA20T1A3Jmg0j2ZlrwiqlOhPik6kpx/d5Fn9qdKNjh3MJ5bNPns3dNzWErUN9QAGDxBdUiE31e/g3jYWeESpb/h7fmZu2OHQuoJAKhnW4FioO28IGNC7J73U+JlqVn11w5s1ffzR1Mjg0RRpysAaaomMjThCXTfbcDtvhiMYCpryQXwzwl9FBSEoGjcFutFk4cAR3jMYQKyXl4KLmJbMBDqCo1s9xFqBqPysgmNSfR+liGCMO0++fvnSGCShdDAiIdmZdGsqUgkD6YM0SC+Uz1uHNBF1ZGEKzTZUZFiExcDjPZQH7lYV/PAcNedjvleriHDHAujF95hBPHAT6Kk/nojFWbTPOz7f1OH/fKDqGRAbkv61piW50gih9yd6onoPOwevWf20IhwIVtXZdezIMqEb3JO+o7o870lo5xe4p409g4XcW3SHAGviZIbyfd1+Qy6qzFvS8KtmNPYj2bsV4HRJ8HBe0mQb+SX7LNKpDd5HnX5nLiAtkzWoMOY+cAfo1xmmtiuzH9RxOTRTX0rkFkfu97/y/s4f5/tfDZ1i9JQKBn1yrxp2g8OqF6JgF8ZxI+wMN0kUc1Gjeps2BunAaZshPlLuI44dn0BKiTr1IrMTQb99JbiVo1sPls9e/G7Ls8p0py26crdiRS7v+s9mZ8Art0RJ8pqBZncqQPZWgWAND7ce4k4Wd0rE3+l72Zzp/guGRac+7WYOEFGkJsjF1+wz9wpBZkzXqYNSF2mbvfM50d/DdPLdxWr20+Znyi7KPJUknOJE8yNY6gBx6Fic9DbaXTHWu7JxwLUDs7NP8yfeZmKChhVyJ4GYSyIRiCI6dGz8rSGEkKsKbo28fprE1E58CyokjOUbHhWsRhJJMxUjSggYke14TB0CCA1rr7AmaGECkfEEmByUxlDSNxgt3OM4WOsq5xXjez7m/dx9xN1NONhMrVcqPo4lDuhBUVlY9BZkL8jP0CYUCDLj7uTAJgmBIRitxU4b9JKVwg60JLyP+qiR0aHTigpaacy8mnsnduXAsg+rOIy2b8fogzrGdzewIzlb2tNSF0AvuPAy6l3I9JOZTnc3zwG2M9UmwlP92Ns/p/iMi7wqXBrcVotDkILbEvfJZ7r1g5rPsIUTPPpiUwtBTpnffr93IdI0No7NuUZOL4WyGJEucTDhCkkDlriaa0K7s6fX8N+VURqR2Kgt7Oc08Oqc5Vs4Tf0oZ3FtYZ2dmClhwQIeNCH8sZ5V90jDU2dOxN93XoH1sfDXQkkSgCDijJI50ESPw30pg83jsmcRq2MUkPEm4B2XkStekdhXPKYmD3ymRmiQhJsfrvvpCJcCllcuNpp8kNbENJyNB5WeqLZj1a4kt64HLOZW/Shan0xj5ICPw8GH5E75vY0Z86RgWGHeess6bfDkrRZ9zL507A8CXacxLcKWhrEFXbLig7W4CWmfAOR/ofXiLKatK6jT0OOcPkvS5e5IkvtCf04zMgh05HxWcFVxVTSAnLN+nU5J23LLs792AB/jf9EfppN+MP1izdmfsyhh19/DTReGiHcl7hPifvQOSqEZJkJXkJQt+CV6y7k7SLP/k136XecqzmVkdRDLBHFqsKnwpW7kOmhk+peuYvf/WLz2bJr8nkuBkf2NItofLbP1K2YiNrg8zgzp6iyov1hPi60xbTxw0722tVdIEV/ZhCug/9+xzBTIEZtXgy34i5y/IZ3fUIJsbe8Fm2lf0Gvvv+yRk0x3ZG656ARnVkbwcXTT3gvQHeRp7Ov1fKCCgxVcl/eOs4LSvSlAMlLGPbMXN+Ea897PhXy8IeKLD2Lt7TpUogd8q5fgkFn63ZNy7bky17v1MLFkVoIU0l7/zPVP1xZ9GjpHM0eTFHukRWHDmJ/+gUQrUQJDDkXtRF8qXaHDqeIJOMfDKojKKtsBGfwp69HjKEu3WSGSvRV3TgMVblbKLA4uY+lOtkywQQ824ukiVUcjGWXwwJCMzEVLLI4mR8XcD4hxq7p7RBZQdWjx/51KsDByMX6CVFnR8N7yv0U2UoCdZKmOGw3U3jt2iMO4OkEBsXM5xeBj0koazaUUttFATk6zUQURHY8gZOEbBmsmeHYJRGshFyToMRG6093qHlljCGSFY6b83UGmJLRcxv5/zlo1AJBlFv997+FPwJmjzWZdyGJR4BDP4L9a53KncqEmA2MVgwMkxNCjNuxvcLNPS5bI4F/nksZMR6Az/L+WvQsZalCPrgStAq220M0M4kwklM3KoOGUdgtqZva+97xoYiJOLeVrXTpCSH/z4lZRxjZBJd2vOETTgRg730jXecxgq0w84qcUJjpH3m8EFaoY+toVcZkPgM+dnONY0oiQI8H2ydIFvuS8xWIIaa3gqiObyZcnyPl0y+yAjadYs2h5kds1s6/6UsR+FJwFtiY16LO/VDAb6G6RhSgRGiQWnYJBi7VPHzbSzixDzQHshjmtwb6rtMyYPON8cQhnwDfYRVjkeBjzZWUqGgsIRQA2+gyRC4Ilc7n0Rlt2HojyCG1yvnr8kNQmKBD/Wm3NsG3nW3/cNfhzUbrTQQxE6ASEBuqBnJGS6jOMcsk+eiUEQ/I07GEJtfs57WXPE4RoYKIMkB9KVNTh9+mw6mHDlhnEhjn0hJT/o07iHQZ3wRPN59qlodw4hB8QoQrv9PVuilPJJ57kG2cj9krF+cm848OULoU3OYM50gpkFSTI+hfLNGytw2HSlL8rZaQkr3wv59t/dZ9M9fGnWOZfEAHpJduHqtTEu7/FFsR/sE3vRMTJRN0/iVLQ0v6+djHk3BOkhiE20ewTviiJ1RrlLmk98Dp1A5/FW7q/M30QHQTYb6f5sCP8N/8/8VajbGFSeNc9aW0fnoA0jeSclm9qY8lrG0HiOhBgxbl87a7MORUsTPJfrZXyTDu4Ew5DdT5rYJOCJqGmdYu6rL4lNZQw8F7tDQiGr5/c5Czezhu7TkBAaz04+SblWiUpQVYpMypX4cSSHJLJr18UupPljUvuvdEVL9kmoEqix9YJuQS27/Rn7n0AJD7ClsDyThMj6N6jKOYR6+efOhMz3lPvIJsx5SQyiYHwK6PwsTlxta9bRvUBHeS6cZ39CmzUjlMuUM1O7oroSIj1JGAg/u+338Af08sgTscfulHsneBpNM0M365Pwudx/dwYHe/jSNK4EgMDNHSgJ3lx8Cl3EEv3ka2NfjKvz3pP9KeWCZp2GonxRQbC+FkSCrAJivKTE6RYdtqynhKDAQr5MUrgaNHTRonHPli4bAfhnD2mQSp7SnZtA5Uz4ktvCDX8UCSZdkZ2Lm7L4wlRCABq//ztvJsjKuzgjCRInLVAccuvIFuNSNvFaaEzhg4hIfzGl9QTfUXlwX4A2uK1FACU97GLa7SFQOJP8Gl/Dx1gLPEGNUBNFxVlzLgcXDVo8uGYTcMTPj5K/UYbresYaaxS5TJwQ2+lzG4SH/2hP6Pw5Cyg15fsqcUvWirSRyhmSTJC/Ip70NCGwod9sCx3lkzQ8khQqTSWf6yLdj12/Fv9/MwH8ZRMLRtfZmMWcHdqcyg7KRrDwvovkyLNodDGpYX90cclquGt4knoBzIYdiOGgQ0g8RnUn9JGrb/9PefaY6LbSWuBhjDtYOodVlx+uAuc6oUaQipFRJNvLLxaSLw/sWV5XLnjrsCEPd4xPLlG7mHLommmk6WB0AQlARllq4ow4GByvxZw2Zwp42k0CEZjz7UYJNYc7G6SrrplwMiXOE4SMi7chfDszFgecP0Y1KUW1IzMZjvc2n7Bq4lC1lpIGOVmk35bbGBh/vyNNCwy1w1ND1ixpKCdPZG+XtwFbDqGL1AHdEABoTgONyBAEufTzkiff62D7+6l7xTtVvJIKs+7BICWcrqzKuir1+qxe1Dwfwmq7dnIIW1bIBXHYCJ5eyjDvrYG3/Y5oUueCDESIQ1+ai+n5GQREzRGM4DvpgszfMYYxrEpLiJD4as3cE5z755u30v2S37UuCIAxQw+S0V2JcX43naAmHnwQPpwgzsHdEE6DkgQB2VVrCS4mSw+XoU49hlsXry4zl8D7VKsMmpWLB9G8N+/oKRcjgRPeFWNF7kHg4kvnzp08qwHj0IWVGRh/5liMyx2SAqtmuw6smR0///5sYbgbAuzVMRYCC8TyhTqQ8j3OZc9mnM26uePULW2flGSgRpwcR8qRSx52RVxUK7pmCOe4kiGBuvDl2vqfZxeodNJEyonQkYnjUkFIQ4IrqRNjpiSai9oZeWboxigOcrrAYWT6V/N+vScCNMmH8lSWwPc4E+B4z8X4M1zOEwLrQBwGei1om0pGt6OjWAX5lPE5JuNyWlbL76txsweRRnG2WyrLGjtbK9P97D0WJw23dnionqkzCuPUOH6/60b+eXBgvffQAfO5yv1GgUFZapRTHrgYRG9Tyuay07On0+Junm8CHeUGpR5IPhV4VIOHaBKEXvGzNFnMnbT7MtrtJUwEk0OFiBPblzmbR6PTtnLVmB7xWfZ4cJnCf4rTvlFUfgTvSkrukUDH+xd5bqn29iAnp0HFGWq5NWuFZExD7lEMb7NkI3CCYiCy+zuzTFdlXQR9zvX1rMlneTZCt4InnwkZoFDPxrEn7B2e1fGQ2CEB0EHP5s5ImNgxnw2xvB6bIFiqmG54fbp1ieL6HBy/IZdDPsPUFxqOQUuyn84IVM15HppYY3/sncQcMZygrX3mdNjBduqjyiQo0xxkZiWx6xSAsl7sHzJ11i5l205QwLPN+XcPoG64uJVVCBLPHnoPJflWVgS/Kc8WFZPE57xBG5HBV2k2yfpAU/x8kZW8Ny6XNXdnBK/bgkY4X2ySNWwZtIjkfMJO3sW5ZHMnxJ54sLumwQ6q50tQOTWwQafxIZ0FiZrz5T4O8GJNAr5NbapZnX/unUmyNEmMeC/7dDYcXXvrmRoUZy3La6QDmH2adMmsv8AIJ3kqwbeEHztdqSa+IfedmK7yv6DVue34OvuZddMk9thCkk2c7P02jwkOTX15P52c29L1fC4zNtF3Xv3xD3O+UoI+hbO+MbqmkfnKnTn0Thrjbih9f5ZGPKj3oBvosmVnimgi3+cErV6TQPDK8dmXf/Zz0SbN6LmMvCT8jHbyKHZvKkvbg3WJE9hYkhs9s0lwbuY+FGHLPVAS/Q+c0bEutPYEUs7FW2+azrSu/zzJe1QEPedjmhhhDfDQ7A8Ulm2yB4LTT+J/ex5zhqFyJ6JCIRiTqE0VqsowzbmMSxLkukvOqJFmEqpr4ZKr8rQCGft0PFONlqK36OuPDXW22uGcu0WMH398UypQFzO607kUY21MAqTSp9GuuqsJ9kwO2vfkUz2X29NHYP9IxbAngtk2RETnc8GR3/0vH4mKEe8FKxPZblLJ9+L0ZES5Lffl0IP+JwRM9ueA4i+IbDlVCtkM+cRb0NE0FIJjKKBaMikkvryM311DFmfnME/6XC6OyzXKsoMg7iUm6HhCsAZxGAk1RPs4wMGbGSrjSp6MikPW6D+lv0oR5NCsW5sW9Hw14KIuL/tTDMXfC3pCmNDhuQsjTjAYs91IWYZUobs4C52EpCia5cT6eiaBjyCrqFtr6OGRJEIrRyjv4v+DOBzEJca8ZN4cMJF54fJ514gysrIxDRuBM1gWctIs0L/PeSZU2D3f4nlp16QAhlWHpD0jHKwL7kFEgN869GZkFs7Nfu5PfSNcsgRJsvEEvCQkID+y/47eynO9+fYbLcNuD5xsX6/EKNzJodVhdvHq+To/mfrWtL17Jg0guiUvmwGZn7uULuK10YkTnLpMztP5y5kPC4IHjc8zKg5XUPgoGZi1EHhCrFxonaHrM/AdmmVfP+tQ+exJnntJhEip4nu2s2lkwIGiyUXsGbpy8dyN2emPz8+eCFflqSd3pwEipbRkhLfDpFaGWJGz7rkJtRbJKQ+MYTQFQYkEuXdkrzr1tqVzseKJ2TsE7w4MZkhiuJS1ZEeSG/5epr0+0gxIp82M8tlQG4aX4+OEDafHp+DknJu1azYnqDhWrS3PdSnoldK9JGVC+CY+aTlYkJ4EX8RZJUojCUpioNUsX4yt75d8+HLhEbt9Ngc+lfVvhTBN0V0n7yh/zst6+cxRSkGTWNoJFMrTyhjQmA0pH5EBYsg3JshiJ5CO/Z4hWzMaLIg3NxDKGv3/6QKegyO+mGCFc9JJ5Q61tT73ZkVQH0HtxZRyW/prt2KEprOO7IJypHuNK+j8MvrLEelz3r0bVO5uAr1HnxHCTuf0/D5v2ZbZgXlXvnlhErat6XqWKJiljLNCp5EduZXPXx3xTxn6KL/EUeWu1Bjn/JitDL1HQdAYAeVT99iT7u2zeea7CQSuJsjvOKHc122pIOjwRTBGrr8UBNTZWJt1qIxT1utqSrcXJcQAACAASURBVMqPgkKjTIyyHLRyvI8pJoJ7lXpC0FMpDR1hOg/WeVGSa/sgiB3I9SDhr8y9tv7VUMvarMpA8NFsMZLJBnL52Qqrlhs3EK/xmUFtc85xQJVRPTck6m5sElrMqkj43HuQwDHdgMMv5LylUKNzvx2/JeqPsW6DQmLaAa0sItahD8xnS7vngv4mLYbFzwVMVRZ2prlLgk7yARoyDUCfqi6Tdtun89K2fy9Xc07lIVba+xBbOFExDKRfmftGc0uVAzndOrOFZGkalHqfnLBVCRIEBz5PNcT51GmrTNpAmoRQZ2RqLgkaBuUqvcPYtTHG0bllP1q21e0eG2JGrwCEvh9/MyV0i1PR8DPOuQY1Z3TwYUdSbgqRqodmmpbhJblJ8jU46DR25otaznXUPGP/vQoSuIHKnEuCkqdUD02PHSk9hHZnmoTw2cxV3rV7a+cOrwqnEGI38dxxFZXsydgQFjc3ee+Tu1rJuROe5OJUdbSFSfAJIJsgxGfhE48mLyXt0bUtsRdwa36DkE5r1Wpay5jDZ7NPxGudofLXymk0zzZE/dgGSc4k0uydGnzN/SUwhj0FfqhsOWtDALxHv3ehpdT8Hohy0cSslyQD2g5mwYv3rE2QYxvr9/MBfBBUnS8hoO2/NzHg+3KWoHnXAlJsDIiE/+8zPfuHx4/GWcwibbW3CJuudpNIaLb6Wc/j+zrTVPUh7wKsWPDe7/7Xjzz86DobfLNRevwPU+v94ETOg8AUpja+JoZLdi7an2YtCloYGqUDl3VrhBWRjHU2uowNapr5qWWPmWj0mLTeMlTKbYwj5+PSWiyRJmIs7pX6sNbbYlWMfP67DOyBz1iWgDHZuucXEI4pBUOnSlC2JJmgclPLjQlaFmYxPatDQOGdjsoScha5TC6lYOq+wC2lrZUhApvNtiWzSXnm6+HYqHl7DxC6DEqQouNzatH1/O0mihGEupW4yCDm9+EcjbLWODwj+x8R9cj2h+Csd2CYJr22LeF/TfykRXHI9/MsHTStHD2f4tBSQ5DEJXGKuAc3svbn4hC++8Pvl4j/i7/4zYzRSXdg3lEgLZDYnmHIglEBwKmMhnovkyWMncIr8exXKcJri09gkiOZMzDmgja7yeW4k+9h7O7nF3amK42wdBUyvjIyGfeiBGsAozrYGLnBx8K7oOw+uAot7QSlmLSblGjLbcxaOlM29lIMzYYEc4yPuaEC/2UpBSNzXXFRCameOB+y+p3Z5/fvaOn2mcjRHD19dPbJAohjDGveH29mXLoEMeUyZvwViZn5KC0IRJE3sxqD0F0NgugMk4rgrLz7coFi9gvPSUu7e6FstC6izYyTv5NB3kvwU06X0kb2+1ZgdkmKZML9YoA5RRICnsPMTr8Xz7ANNh1NM+4h5NpZ0hXlXQQ8gjR3iJEj+Cpg98+jvBWjkSBhcMLwfMaf7sGgFYxh1boC8drs36agoxovOjs1Asg38qfPKcqRoPZi5FycRRk/nqHz3MYRZe2sxZYE1FBA5XG/bwT26faL4Xe/10FY8y4L8wwGzB9I57dztkgnlIQtz7I2BlCQyLELoJUTd+7c3rvhPA4EVJYf4dCchaW599aRzAKE6EG4YQ/vGeTuPrt3EZndPdCOldk7SdDddKVuDFJyOSUjnWX2huQI1Mg5XK2jV/mxPLnhHHXxChYFG36ZqSWCGg5nUzJpDSVEl02cKHpNSiR5t0SNiK1y36IkHd5jn6HXCSLZPmKp0nI8HwmbYLR8XT8fW0c8eOnjq/JMo3mqZXIjfvKz7KX1UU6x1jl4JcEf/fhk13P3rggJ5w61S3PO72UnoOr4Z85WO5HnNA2IZZ0khyVR76D2rT0DF9y5nNNWSkheGJuXAPf6LeXvwddd/LiGqMHbq55XpFaGIHWoHaRKVEj8bJ6Nz3H9Sk8Jsj0l6ao9ns/6u5dFuLIH1YWM4+OEodfew5l3V93H+rF87iRuXHpL7I3z5c4JrtpRqpTP+HCQZlWz0XMJnnsTShgiOGR1fe7f8BWj5LsgG+wZLuXZ2K52OQasaEA7n0uqTDYCt8HBvptAi39jtwZlJxNHgpSyG7czS5SSvu8/He233ZELwQdvM5d9ip/1+wUcEHkjlwTZmhCcg4FaxnfENns3iKUABt3IvTNJxbp1WpDg/FqkX3Km7ydJriRFaBkQOud5ACLxqfzsIoFf6AaxZ1C20pbIC2VU4Mq8v3cYNIqHDThuJ4ii83rn7rWsd5IWU1SylkC/jbEJeMLmki+J9JZmClWfgVyOMi9fxsZA2UdH5nj/JgzzBqkd2xPc5V17/0J10YCF5D8JHE9BmHWgsWbPBf7OmXPRKtWcNy2GYBc7yWLejDeG1w9ZJ8nP1IwyNaIYQ+dsek6fyd7xC3T8ek4Ta/B5TRJyLh9T6YrNlkiIH8z+Fnz1nORe+J/ATuAprpkCyolLj5NsfaxD9+bsa/8w/xyia16sxD/ddHMeRoOHNhkMsmDLkerjeRiwta/OgZMdZ3ErLphLVL2jpI8M4GcPlFp0LGaAdRbKYW3XVA4VJXxZv2zUAzNU94MgMKbgQhGsl1cGnMYDyW4EVxbCpTufoECLNk4TrtLCLMI4wBmpEU4bIu/oFMrhTslEsOUdVy3LIc3BnzqfLscJfXQ8umFZdIbCwpGceP3td0Y5IIaQ2J9nv6o1OZuwLSVT779+rod1YT4aSjbnM1yWokHVkhmlL6OprME4/CkfBEaeMt1yJgRcMTqDUygzSpYep+/3FOHLhfWzDUxJLMRRQju3pHzB6dgb//e7OeV9zxyYrQzy9p3v/XD2u3/0UlCwTzPQ9ouzK5Fr2BjYv2hNAjFimwKFx7KmfhfBxCdTioIedX8Zn6AlZsXp1lKXV6aSWXLACPPlJWyITEcu42OZHSkQup3ARYbiYAuuF8d5lnMSRfqhWTQCo2XhW7TknQxcdtq5nM0qx9xBa0Fjj8xEeWzhVXFiC4qo5vdlLQQJy+Loj2XEFoO+M0HFAho6MeTb0qDw8eljs3tQtfCC1siI83vPJwNUPuZQlO/cA0b10sUo4OdAQTeokD/73IHIzLwVCZR9lVBgsFw8pTyO6Gw63OyzofIu/NpkpgN9wgG50G5KiJVOTo4Th6pk8lzcoop5Tt1ul8O/Ioujq2sEaEM2Y2MmXHg+DlaAZhD11SQoy1LyJolh/i7tIUZueyRfoHwNFvOOzg3oXWfxRM62Bx0Bs4aESP4+bfxK98p9Y0TMo7T5k/i51L1z7/yMcrF7wJjV2Ce4O5WS0Pb8/jUpex9571D1wDoPNEbcTEJr0M7tvA9EXulkUd6lHXS5n0WyBe/5vZpI2I3tISNzAJ8FOYNxu3eCEYhf9e/iXBnKK1lbd0GJ/6GAJWV2jsqZ0MjwaYI28gSHDh3J860qofpUNA03Zg7j5ThjItKTXp330+mNXI6rZN2Ros9kTnJHiGVf8d40fBh/RZzTuxlHJdgWpLubymR4LkXOkjCcj6PaGVtClkIiYJScBEMgujxlxJFRByGGBlR8fIzG25IxQBXp1uSUBMO5sX/KlmOszUBd3A9lZvu454l9lTNyL4tmphHL9549e7JSQmy88qnEpyhQbINzPjrpIiUUOovf06RZ9UH2m69yfJWxy6uJU419hPbY03VGaeW9NQVYQ4i173EvOHjBJDuCQzUhXxAiSBNbLKhj/5X2dRRzqp5ZkLAxiMooCQ60hY7VjkglcOLtwow9FcyYL0s2CAG8DUF5jqIUWS/PVLWC2ENnS5LjfU3GENhWbzGl7K1p3LkeHlsbDLLei4h1566hPhhFBwlTWeDgr2VsItFphHbvUTQySgjVYYw/G3SF4fgHCjamjOgitG/szNTUwd6Wp4gWkhiSr6CHp0zaNcwVwVfkJ9nYQc+QmA1ZCHvAHrMn5Wnnbl0NsuPcEA+u/4pPvXxl6OFBkbZu2kU3oM0XKg2eq6U7SXd+T6tjQur8PVs6EHNjtQANId8Tk8+elbeZvVgfseyboSHgZuLhqcSY66s0uTVI/umzUUPI2pO40Kl7O00TBW+CfH2Wz0Wzgp7an1IMcn+9WxPJvDP7NqFnqCfe2T3cFFSZuoKAi//0bBMXV5lS4Dk4wIPb7jP8PYFtNkOzluTI2dqQwHXSVTPtpPuVtXMfjHbTkFW6RNbjk+y5u24mrJK4dSr/PJ9PcaFdyDknpXllne0lv8Uuex7NRtWYQ1lo0s7Kxf/k/kE9gRd+L/9zJXZqZ/i/7WbNvV7w3h//d49cVkZ0QhVsxBTdH/nwo3aveWFEVYZVh9o0fmdRFn4StDubdvgl0IAEUMpJNF6U6vwyD2yzikoEYlyWz1JuaVddstFmXnOY3ve4IFqGJ2I/9KMZciDiqTzYEmEWFyfBJvo7LeU2ziJBJK51zAieXlTQI8hJUwj/QF1fyYNTKlyMyA1uDc/JzZHxQcw+EyVnQ8Gcn1ZfSQB6e3Y9TnN53uFcpAdsvIuC80RDzTPjF/hcBmsS9uuQ2DzbFLk3kk5wMjr3oJXJJoKIOKAOgsMqK50IuJXD6N+HQIp/kv+vNv80n4ErIItrB6Jbjg+vi1AgHYfzz3/zd2anYmg+iP7RU5k+sCyloc1b1nfI9fkEm1u3pAMvh9faymj8Do7ZAWfsfe6ly8YimUeLWDrKmdt3ZTxOHIu98kViAEcMSjhmVIakSdvK3ykjzEeB3CuaqewVtXeyIelWlQiA0+0VdNMFnviCDCBeif8+5Gd0PCahyAxJF9CFmaRN8KigCZCn9WnoYIggCNCPO0FIcPsWx9CPrmPon+YMbbQxQII/WlUJuqBEunLtz6YETQyyTAqadlHXUThVHa2l5JmShI5J90QDA1S2nCsNCPiJeJYdWJ2kIgG9LB1qyVBDtFrajOMXHEA0zmU8lzb5i9H90X3q3HUwcpwIZGyI2AYljPGr/EMcQRFWGXjelUGZREqhEc7a2jjXzrlTFsh7tZsv90WQcDf6Z1cS2EGNlKGUopVTJ3rC1PixZu4cdL16JyiccTstFeX9GF/rWSJyibcxTsRJY8SUzUbWPagMeCJ+TnbNaSEl01vkRJ97/sBAB8PJqoZhDJ1xRZAGXqxNBEW4hxhwqQUtS+UuJFhk8Egi7ExWPjhAY47qkux9OWHl5gVByvrpVla2FAiWd1i+0+jmrgPXgZuypHcv/zXPuYxDz7rZyzEG5/HyMvGvBDGXrg7JHmcH+u4MDlUcjjJ2IPsBLdm5Y2/0IE/M9kXoFB1AUoaf2saQfLZgtTxh3fCxJWwtZADaq9RSOYSqvJNeQu9YXOe3PtxACRnEpcFkyq6QcZUKun3Edp2rm0luCQ9vzDNfD8ovWFOiZGtqn/LQ7sTU3cwWcaRsTZGHcJKKSMT5ogzohPNzEOKW/WOHB+Vj6P45o5yk3+GLYK1kvkr68ztH/oCW5cb4kCZyRc8eVvyUFplkxDuiK3hOn+9rQ0rFE23mamwO6aROw5iXJJssKqXlfLEdvoaNoeOTxBTFJfeLJpzkli/YmGBE5+3iyKxcz5ppXFD6Vxbn26zf4BoOXitqjHPGF7DdlYvI+RR8K+mJgafg3tlC4SltQKtY3qMIeAIW0hiVWIkNMhJOEqzSNKowFSfoevpdbAe7YO8mv307YIhkef26edCrw3/Ol5Y80E10tx+E82YlBE/sqOTYHvvc4ZMfmweYY1qDBiL22WQHz3d33izDTppdvEzFLompuyVxYAec3wtJju27Z6XegGZV3mt8tHPjrhTlzjNNQFBpAZ2HPILtMcdz3P0p6dww19J0B5xR95Mf8Bn0Uq+kAmASTVHj/BwBXp87NUstmyPpfG6pIVmzBktJfiUPzpkvvkmAa+9wWaemxRWJC5wDiTlUrXzUxBRm8C6JXdaEo6KHIuXMSQA9Jzs7OHcZU5c7TH4FTx6dBWqvAlMR7jkf3xnekqC6TZsnX/sfWh5te/O8E6fweozvyERj8HIxWopIpsk4gji93MIYlXORpXCYwJnKA8/uf7oPcTWGXNQIRi9MXfK06FUdOCTT8AKQwB1c/AZlBEarY21yhHF5jKPxsIKr1qKR/GKzL6Ruj1fU0mMOanWVoAWcQ15+zApLiTcHqzIVMtES9oeysIW9GUfg8oNJfb4Muob/0eCk3byW3xuDNAmN6s5Ul8Z/a2dqnrOZf0R/HXROnaEF1fadcNbmbfO0i0Tea+lYCWKyTpSazyQ7dLlljtrOd2bqwIJEWscyL/AxA21jqCExjAzjtCiBViVT4gBWR3oDl2t1Di00QPcJJ9jh5oKQiF5i6V2Nob+XAPR//if/ZwK4R7NzGZ8B9bgd6YCvfPWL5aAhTG+MgCIF+0qwZJF1r8h6BZLW1QHmWHeHA+SZbwXtkCVDYpGZ1f0FyQyJ4OXAgae710aZ+aqyvYaCoHKVKMk+CsTuPBxDzQXlkAcOgVPskPNwSKz/0NcjHDueRQmI4LNzyAm6BAIsewsJ9iWzbylPp17WrAZKiTUGh5G8EbSnGZ+5l7ncoPryqgSCeIR5nuGoxjzMdofm3EB/6xyLKAwuUBtDEhz6nVPjjN9duD57bc/tn3PhPCoZtGspZ3zZvMEB2rEuDk6Gi6pAmR05Hd9LA4/Oql5YbehxRAzozQQTWs79LqKtOzI38JPOVR0GuSXp3BkzCX3WrrSlQ2TsKaPtXN26OxDtNXESpzPGaFWcfLuyk5zhI3lnjSOIyPZERt2yb4wkBN2d2ZrzB+VD4u44Je391SwMGhbi7NSJPukancg8Xo5sXTrQV0RDSiv/Qkh47ifxUJIlyqByT+dG0DUhbS0p5V4LaDh0g+cFj3g19qvyCjkCnBubRQS4hjbIycUkkXVkSbIELjsScOresg8t1TXrJbpJed1Qe4lj8p88kN8/8bu8s6CuXYOxB8O5QKJGOcx5IXljX3wf5yQosQ5tdsk9K3Ka83z7TviXsStbgwqfqXL81qHnlGfas+eJ8inLrc3PNojJ+SSlo4zcJEIzQhKH2adJaiWSQVaOZd7wnqd3NXBzdhpoJXtHGq/dJlKbuwzVFkyoWECm8BMhDNNUAWdGmVygQptPyXmUhNLllqCI/YS624+xF0GikuxBcqY1YwOnQMqZffnlV8N92lOfYB2dmVZkYrdMyRCMsMeQLZ+pGWFneLXvvH247/FZmsmg1mxg5Y7idzxnyemxf+7ThMy1w3ru8DlIzzaqRLhBgrBrCeqz7mdPNWhowJp7Y/7rmpxznwPBupNKhhF+t1LCRLMRjDknfvfiJBXtcNQwlX2FlI6fG4nENJrLPVbmYhMF3isCMEgCFi8cM5iVzp0760tdoFpe+Vyl5u07NMHd61pMSJu7vWvn7u6bANf5JFbdTvoERc6gOZX+u2eAIH/0wYdDHqdakwOlXb85/Lc2oQQdjO3A+662WVB398e7sq3Loyfoc9gC8pYkXgTc4noiu2yWM2785Nrc7YmDXm531pSkioBZtUalDM+tdjgcSWvJHkyi4N51UnOw/gImvqVIYmx8OatAnVzOIoqhXxAqHkhsqne523xBkbwEegCENgaS1sm68iFDumUEkf59Sk7ZZWdlW/yL5NmZL7c3ic2NxhATJ3JUFtk4DQ1HjnzQ8z+aszS76aidi/Xm/UeTWjqac4/YVEHiaDAb3Gr3UAJWqcKcbdqvzvJoyhgJuvmmLf1/91/854/8Mgsuc+tcvPyS6gTFiBp5YtDw4/llDoSHdJkQUlU2HiSD2xE+lKxYhpTqZBdS6VBXEwcic5g6s2RcOGxT5w70TtDD4XGeBkJXdDZExWr45J/HENbRxnvx0hjfwrmX7AcJw1fT7alwnss4nNVQmK8MBk5cvrct5JToY9W1sJfrEH6N33HPwOxkBwYB+z26bazF1cgUbM9lR+j1jrI3JStyA1q6Zdqi7I6WSjDjs37pl35p9vZb74wLmCzO5XAgd+yOaG7g93aNZI2eyEVSJtNBRfCW478T2PluRr7IUDh3QZGLDuXaGGdjbJZIei0DFwO+bff2QYSMcVSSYpwLB8cJLs6heSsXdUP4Ef/Nf/uPZpui9fJ4uDRU0D/9VJCTYCpOj6TD7ifiwM5lRmjKOoLo557+XGfGyaAYJyrtLixEloim9xzk7wgJhzi5a/ueGh/NDd53dSQXRpA0DveU8U7afAjfLv/qSAVcJ8yaMo61ICdi74poRgOMPMjC/L/zNLOeMnyIiKYQEg7VoMrvxSOzn+2Im5Nui4TksyCwCMYujlEhJf7mzE/lBJd9fQiy5VjlM4ahyUSHoKjOryxJQAnlwY0x1J3kAYSss/Lakh9UldBnyzIaa5znBB7595ZJzR6cj6GClHCedwl2Jit1r4awtE5sshZjTNcUAFhD0P30zP5eRtlZlcbDkReISCP5iscI1eYMMF6bUpJTThZcCXg79iWz8pRvOdMaq5SrrZl3H/wzjnAIEE/EaHd2arenM0Ycuppf+bI2KA6jwYYI9tjzcmQrvE0kWOkgfKDsobsl6K88Cv7eZ+G0xCCvCx90YxyKEo7n8vn2URDrPX0vgyiwLlrTppSQu4P6azzak5nCnK8qgH3dGYfmPiNFW19dY0o6N67c6l11jxjX0fwQhxB7IKjoMHZOYS42TLRZiYK+lpFlUE3r3QQh6/Iw9wWnSaPQJxmfplzacXTzua/l1Ui+8vySmdFNCOHKGkB2OgM3ziaBeJGEnCMl9q4pOaKKk5qPOwy/kt7NnHWYHdL5C597fvbeocOzdStyFpIIL4j+oCB0wVLIoW8Lgp9zxTZsyppyDEYjnc65wOW098rVGqYk06RLNCTRPXS+h4YfLx/eLzkMkkU4VkEWJy7oVHItmjufsdmGKSVgkgn5fuviHlzN2gn2/C7rwlkZyC4yZ/ceD9d43MvR2LNHsJG5yWQs1uCTRsfvRrhS3oH9Y5v4gW0pWyrFmYIjQfLZSuL79u3t503IiOAFejJU81PugmYleHOelMAkaeVAJwmG4np/NmhBHBvJGl2DUHx2YF2QPd9D/2+ACvoFR0CEouBzXnnlnTzfbPZzP/98nfSlq9GyjF9SWldaW7lsfRC+cEIrsJ4SawJP66RjVQKzmQRFkdfsedasz6cqkK/RLRpebzpT3dulueMNhIKYsysCNEkvG+Q+DhJ9zlJ+xl1qQJDEuEFSnoHu4c7QSAbKFh+UxBHtSJPOYxHx7bokmH484AGhXfbp/gNvnHOTIAjoIuBsQ1PujTMM3CCnciVnLNeqvEKTTRpkon/kZ1R4TEUaNijrmXMjcHdf0XWGjBEhZr4ogXFQ7oILxMdL5xpj2ASC4pJKfkz6rfPStOR20HBG4LPUnGhnEHUn/ncoWYyGPEAQNJNPUTIeyN7ojK7IeahEKhr2y7qjy4g52kCV9xUPrFHqJ1SfCgwbLPisttzZwc90fjz3QPwi/qvBjZ0guwR51byWf/d37URWNUhw+PHHx2YLXv/Xfy+d96P1vqr7OknmHWSM7UScZ5z9gm05aJeDrvkeEWh+R0uMLmiRNIK5+VPGMXXLFGkpZJyMIpvTVvQJ7oxJGehHiMaCgBwQv0fkrS3c9yqzDGJ1SMNbyXikuyvOyiWA9oHJSZYsyKYy2oIdEatMQN3bEYcADGmAEA4JXYKULc78UAvabArSaLtIQP2CnwSEAiHDh0G1MjNoWtElFymXuR2CyWMZ/B6YLLIs4EoyJ/NJIVkOxfpwbZSLpvZzUfyuBFSyD4Ts8uUSzNk0rb24L+VexGgoN+BPtXMuKCEUE7dnSYYu45Yt1pkWg79+bSD47NWVGIWbyWJPhtfzw5+8PXv78MezLbv2xpFmr3OZdu9Nae9+jLzSYYKn23cC/YeHgM/jsjNC1tzl4/RA3ZwZ7taePbs7Jobgn1Ffa0NSvRox2PVph2ZwXD7SDO9/eKScgnaNZX2uXQNhx4/EGWmdr3ZUAkbq5dXGyYUx8YGzhbwuyq3ctTsOLPpuAnhGRUYKyeksy5wnRrhwetavGW8J2AOp4yisn/8jyXbUFIFiA72TNY0uzWu9RJNzsb7OH0dMvJGBK5Ic58MA2kcZs1mdHPipkIatTeVjKlQZfScjarJmLe2bZoB3kvPzRLqEpq64BTqTgrwyNqOLyXzelFLnMzd9jsTJs1lPnNDRwZ0lyxmfZie2ESi/Q7B9f04z+LQjhJTQhjjqEO9dWX2w5Y+nGwoHMEiskqW5RC0T17iNcksRJRMEFDRy/9xv2W677nKv/Z1ntmcCJc/gzEA83JnR9cVwRrsxwYKyHl4h5J7hgR5J1ASG1xMceEcoyPm58/n44w8bWNVexAHYy3XhbA7HFVQo9mUiABP3fDwoyf1IDPWuZIEmIVV2h1TLMJbnavjZF+9EXkNyItEbgeS82zJ7Zf83Zv+tCXS9cgFxFM62MwAdGgaa/E2acMoTG/NDJRUcoXPULsg8u/1zHnx/+Uv5/DoO6xN0Hs3h8blzkk1LoG/nfEIQcHFQCKxDxToTnChjsjeeQeaPT7o8/ywYaWdyHORSXK0k0W+8+WHWPMRrZ3oegHE29hz3Dh9W4Ho1CLwkaGMCET//oMj4mOtYdYA4QaikJEYSAHFlk3CYON0tSdK9UykFyjw5H/uffCoB/tFB8oZw5Bx0SkX2lTZfS8/5b75/S87Axx9FEDdbfP5ceJ1Pb4sTXtcxZEYlCu48yxibBTnJ1JbYzXKEAizcoCGaPRvlwkHanibUcIBF18DUSRyGTxvaYIuIRBscnz1zjq2xv8PJ+ym9gFJA4nv76G47q5xopTvyLhWQhlI6l7Gn9mX6+w8//Dj2ck+nebB7OjLbvRhfsztcy21bIgYbXyPRkqitmo+vYjOc5WdTsThx6mT512hK3k8jRalE84Bl4mFtTlJfDmSS1AIG+fmRXIzmv/rj2PV9e5/s2rR5KrZQedg/N1BIkuBsoIc0KI6vkJiuocsqacq/q4QQfpfwV41/MQAAIABJREFU3wmYIcF1PiU3flYJEk9NmbDJ8BwpVp5k1/C6pwa2ltjNMM79sr5XAhCty3sSkTW6kk3Sae9LB689s/+DNjUasDQb1Ib13M0bPObxiYDS/WwpN/YD38yasKfAjknpQeVOGWNNgkV3pY05ndgyJH/8Hqg56hcEDRBVLmHee9J3tD4mKHV0X4Jk9nMk3xo2x/sVIAuNgv1ucp8YgS2knAaNnNB8yLZAu+8TWSaC9rr8+ccFP/mtv/uIcWrnUJxTSZt5YaUWD+4Q8xQW2Uy9jYEMRcsjeo/BLAoRMiZDgheSRa28gKaFfI5OFU5FO+7pBCnlBGXjHXhlj02RDrDgLQ8GiaItxikzWJ8Ebi56UgIhnZ3w10IQVoOHrDHgif1Hxj8XPbVYghgCv+06JCmRgznaqpMltPtoGKPCqQRblf9yKD0nsqwDfi0D3QkC0wbzfU/semLoxVgjIrdEBXN4dO/198+VyyEy55Fao3YMWVCrYeSWBEYXVPoMCN0Ys5IySoyczyf624g+waa1/gRHJQd/chQI4+UOposVibElBehTRG9ljcrQHM3Ro8cje5GOmhieD8LdezdG48jxU+Gw3Js9+fSzs9ffenP2eDKFz3/pucxhPdws98j7H1TdWsec1nOE4PIGY7gvhBhftfYcxHIEdJ/paEoAW+6M5ox879YtES08dbbGwLpfunQn0wmCnMUZqFguSWZ043YcWqgsefw4pux9xpEtpqWl6eT2/WTFe+rkLl68XiX8tWsp2OeztyVQT6CMWI5Th6Dt4BN6lcF4Jh04gnr7DFnDveBIL+f3X79OaDgDlPOszsI90wtylkhIQCcWJ/hwQVywdhj1DM+7qpDuY+g4agjBNNWiwVQurrPU7recAS3fJTWHv7Fu3RjbVANhAHz2RtliQPufZl+v5dmJqsa5BR04ElQAx4xWVZEV5NROqqCNdGZenotz3Lyj2XKVXua8wgUkR7KeECMl0wfRJqRDdu1qjNAq5YRHmW+7v1ycKxlwbh0uJ+OHIDxIsKOMwrGamar8oLOS0yY8vHouA+KOuLNFkbL37YTKXWn5J85oBH1Q00EwnoQx7RNkvXMEYycMrNZlJYju8PTcW9/vq5zVBOUQHfdjQ85Hm4qCuMj6hf6+H49I4qLM+c7h0+kMDtqsbDofNSRAnewYpILzEgxx5CvigFp6j3FtcBdj4u8vBC3uaJw5KqN0y8hqMlDO3Rc6w8cffzS7GKci8BQcacDIOJmWkswidg73pJRnjQQO0zN4B3sgCIDk+3t7Yf1MetB1qHmCOru788UXv5BxQdH7ymzGc9l7DSHOnXU5sO+Z2etvvjl7YueTs7cPvttEW+D2ae6t6oQz9vT+Z1KRuDb78Y/fyP1JBy4k1RnJc/jnD/Me27ftSknnSFB3JaTbLQXVWc/19Vqa63im5T8NPLdmesLoyB/cqhU+V5Ujjp4NKm9UUjinU0xBr/0vKmpUWPbw9LwLUcKltKecxuHt2/P07I/+4OWcg3uzL3/Z+L2g1GkIgi6ePHk19iTr55wmMNqwMTSMVDv2PhW7nADwWhBZ6MzdoB4XLqQxazMB6DQoXLg6+9znDvQOOh9sxCg38lFLZts2jfskQHXO/KlyYx2OHtNItLhIEXTVHu7ff6CB0ZXYFWifn1F6g/KJCUcne+gPOa+10aXKhrAe23k6Pq5k+CR9g6u0JPuYpDP2j39kT1VrrNvEK2N3zWH2uYI2aymIEySRs/C97hXkiE06mWY6+0jjUrCCly1YsWcFF2Iz7Jug0nNfThBp/3Qn849QYF+CFFwyFRF7V/J8EaDRYKiSwF5cNI+awDXagSQZ9QXNKMEJXrZz4XmmJA+fzbtB4TV4QcxKb6gsjAaEwW0XKEoCaS2yncRurftI7kcTxnjONFFk/yoj007d8d/YMw07fOrgeeveHk0U84BhdizxzGpziYNiSyonrUs/swmtI/caJ3OSEWmzTmycuITAc7uW4zf4aEm9328+drne2W9nwvtNQI7nhwS++OKLRfHYeRIrC8NX9NkHInTPng5ZJpqFaxIHRYUg/ksZ2poAfRac+v5//0i3EWPPiR0+HKg9xoviPvVgkOcY48BpXioEqcwI2gcrrwvi0/blBG0rY/wZ3spVZON4rWqFdVD06MxzqQU6LraLgBhbnoQDYbNiXP3culzkKobnoJ2O4VqYSHPvU3v6omcDN4pESV5MkhlV6c/nQBc6azSBHyTEs5w+c7LQd4mdcxkGUbTh6koDNlgUS95ACdJmfxxemYxqeQ60v38YR1iOh1ElMpMYB7+DJIh30nVV4m6+wO4bc/ghG/hb6uoLtEnXmaZVeo5QtvxzZXTfLm4mEASPWr+IPWXMAf8T1cXDm0YgpZwS2FgZmNO7ldZqF+1MAibdruWvxDiezT68n0N5LIT2W2kd/yzB6nUQfg4JaZIr5aWNYdnGkV2MEdq1G48nxiQGQFZ++ODRPMNs9vM//0IclNJpMrHsz/Hj55JZK1HTLItQYII8XWpI5NdTfhMIbd1uNEjkBFJGvJBnKfKQzPnUiVNi7RKjZWze3UF0aZTe65xiLNavi1NNe/rSyLgIJIkd6vqcOoQEB4j+Z4OgDImAUUrSnVmEIwiO9cP9OXkiZZ71gxtnrNQS3ECTO9JNaKCzZ5iERSc+imDV+Vkf50xkUwBVXkEupi+GhUG6FF4hgyNQ2pDJC+WdVfOthZKumYxrXZAJiNeUbU1osyxNt6hyFNQDp0bQCYUVBCkLGTnjdwgkTSrQmk/aojNPLyfZMmt8UcqFLn8kBGg0ed4GIbTUsrZrIisw8ep095LJWGekTn6mhHwQvdJgnpozgGS2fJjn98wTGlieXYwoowVlavNHjJy75/ORcn15XvuyMcZvcDcGInYpGmbOn8/190ruuIkl3NP+yhk1+WFTzgoldo52KhH4XYzep+HfLJMZe3Fdxfh7uaOXLuXcbcW5GYFxG4LiPNmDW1mHbQk6JCSMKmeg4/NClOB1aB947tkGY9///ve7bl/54pdrswSROLRjOseS2bF0qqFIEIzmjBxmNADv4Yx/mrIaJPSll36Q4dvPz555+umxn+eO585Esyxkdtwle9mfNyo2v0dQygYNtGyUWCVwpoNonrLug97BjjycHX73vSQeS2f7932+nM0H4YY++izcy3DVSCIsiD6dzmpaapJGJdPz5jXn867E0ZIeGZyf2z1rY9SaRCoJUfZfAEqLapJZ+Pa3v53A/+nZV7/yM30WfFAOUKnwgw8+qCPz3zz/JFMhoIQSvPTSS/nMFb3/kHcNOMRF/Q58udJDyteUKA6Hv/+pHaHpCjRXzg6FpoFD9dT+fdWwsueS902xQUuDRDgv58IP1lyjGQSqwT5AsNgxlZjBZQ5qmEDY75vQtPsmSKhaxO5AkaA+q/N/60LiB8UBkjgpKCgfD7rLUAG4le/zVb6dZij/S2BkVmWR8dwjpXrvqgLiLrFD0DdNZc5A+yDmoyP5SGvInlkTiBbgoVIi7kiCKOR2n6NhyBmxj2ywZzh86GDf1X9rmXIeHOKNWotyGmObiLeeiH/gR1UfjKlrUol4kruqaqTU7WfwPyt5lHMrEFMF2rghI95wgGM73j74VoPOopsJpN09AbQgxc9X/T/BJ7967MTxBnfuZOcSx0xCF8UDgjEl3E4pMkElqJL33J7OSfZHudg7ETOe0Fu2cOKtlysYcMT7Tb/j5kQzCQXjF/70N5qoNElU8VK+py7Q8uP9NrpYf3+/Z8/eAhBmf/p7e+H3bM7dPJIK0tqgYqPpbPlPpVDYME093m17+LJshXeZ7oN12Zbq1OCMjueEGqpArAsY4VxKBj/MfVKBWx20c/OGHbOf/PjNitibS97K46Hf//vRUUwknUX+IBnYRD7Eg9iaS6h22xbUiskFqUpUuoG44eUL5egQ19Nqb6ObreezDMMuooBLVoc44GkGWODHMFQDRmqSn9XEYONsLikHB5wjKYdJN0YyEU7PAgwy5+he3JGDYgFE7OvygoKk8wlSwKUNGvPFkfvdFmeCSYe44hglwwkzEhZc4wKpknKbIsqrhIYwrxa/MA6FsvzeoIGMnAvKiN6DbsyJjYK8HlDRfy6jQ+oLjMzZGjkEeZDh4Ecs1n2aVmjr59m8G2Iv57k0YrHQAet4LQ529ZqlWTsGK1ME4qx1X70XeYUnk2lqrR4Z2PEES9vKubqVSP50AooLcfrXE2DeiaOmwq7MjWjPaUxyFMqPywvhxmgnq+Tk7ZNuTSU0pQMzA9frIg0ipmx7OZC1DGnhwnTAxdkd/YABSIdN4lYX4VI6VX/m61+cfe+7b6Q5ZMw2PXFCNszIkNgYkDiOBmTxo4/OpDsmjSuMk+6f8MOWReIDr+GJPZFhyb4IasflHuXEHeFXvfWmS/hYpAESuJ653EHIJA3aMZZACoJGKHUTXlRekPFHYn8sZW3O9Ny5S4OXQO4mZ03Qf/16pB62aW5Ie3rW0899+MHJ7O0ssgIZBJ7LByW4kc4kmf/5rDPHShdsczSKGHWZfDuuU4ITJIzAMg0e4apUyT17UNHhPJvzxkg576OUPNAM/87xQSMkHe+8/W6+1xniZHKGY6A+y+xT92rL9g2zk+dOxSmNhoUVoQWsJ4lxIWXgZMLZ9XyfmYR5L2KxsuxwtLaEbjAIueO+aDjgfD2zL/cC0gSZmviJnGLlafIzhw59mHJBgsKUzyBGO4PQlzQ9bwBSelJuGGia/QhKM0caKnuT82zdBeoQCc/hDrn/zqJ7y9D7so+LY3+UBmWibRaJWLP1lhwUIc3wesnA6EAnijokUo5/fC4dqSH2Z4zU888/3/dMZThISxKzlEC++tWvNuN2Dhq0BPVqg0qSsulssFumKkA0zieQg7zqNMZ91LnoPTzTqQSC3/72v539jb/+N7O/AkldxCFcJwbWeY7W8CgJhd+zI4FkOyWDtNFE5DTePXxoVCIS5AsyrKffIVjSgDORs995+1CEsr/ZRPnKtaA46Yy9nyCCbMu+vU93fq3zfzYNGLv27pkdOvLubFveyZfZwvbWl8H3n//852evvvZy7/Jzzz3XKsNv//ZvFxUosmR0Vfbc2glmbub87X96X/8OoiBo8z4VH56X5Njop57a1woNh7t331Oz9+I018XxCcCUwdnM1157rWhbubwp33O+23es7/rfv//Y7OChQ1mHxxvMChZURM6cOdHkGSTvTkDWNU9BaDnbiT5Q9EPwnj+BDB1DmGelKrA9iaUg7yKF+znQwCahf5zNSC6l2J8S6tstGvQ1+43P1ZJ69tEUGHYQ+qe0TGngwFMHMhbqzOzpp59pY5nzjPfkZ4qCxZ4KZqZxT51mkN/rGQdhPZ3nAQ/ef//97j0/izO1NQEkBYJKssy52BIl+4XuwzYKgspJDZKtIubeoTOpJBUcmPOwNBy10hR75/fuDi/9RJqJNqwfWmrWTBDMFuBf3kuX9dVr6dg15D72d3eoNsrl17KmF+OfpmBzdK9CJ1Pu/vjjn3JfvddoABz2e0ryBHP8lwkJxpqxi/5eB6WGGo1h/PrSlBLEDPQicXXXtwt0aNadiz/2VY5Z3sv7lG4RBOxCknp76H6aAAGUsgZ8s+cxAsg6AI88m7vuDkg+fTYErRqssZfHjn3cv/vwo0yVCO3JfxPcPsgzipeATBoMXn/zJ4O3ZtRjKhI6yr0/f1BNvdxJdghffagP0E4UwC2cvfjC57rvbfDauC1+AWUldKO9SVhik3S0Lzj/xq898rJ4EoKR0WwQ/tUc6oSA0BMTiardg+jVdkX7yxJorUh56j1k9xxCRPuOzImcgZcX4ImMOzYpC7kmML5NaSdW6+G3Ckfjw61PFlYUYo5GiWgZg8om5LMGVBkuWgK3Bk25ZH7XE0ED20mnzCVzzKWg2l/oN4uNN9WAzHDc/NkhzDWuYw6YzEDdfFJPFqR5bkhGUbz8fGvUQWT+5E/+ZPbVr305B87njffgXIYQ6vjMvp8hv3OYtkhSgtfOq4sDY0QvxdlTiIa8QSc3h7R6LdILy+Jo8Vuw+Nat3pLPSLmqPL2M0rpyNmXV1O6rhTRr5yhOHj2XzSmz3IsH+iBGcHHKiUoBLm4YDXmeEFYTWJ8IUrbYDMwYLMjRunDfODvZJcd9MlmBKF+XJievJCeoEOR88YsvtlHiegKpewnaQOJ4bLoMb99JR23W/cknnk7gFfHaGCcX5kwOpb3HyXG+dGQRc0SY51S3bgsPLsbK73C5wcVQDYhXsy8CsAlGGFqlzGXZE3vv4EOnrP0LL3yhe/Xhh+93XUYX7yCwn09GLjNR2sSdwrdwnu7ciuFORilb8zuaAOSLofRlTXxJCKwBVGlA1uN7ffYQSR5dgzqxJlLtVDZyPsD/A6LPAPv8OXWS+QzndZuOYY446zTKdBl2nyyMA28zzRze94wcIZ4RzqB1ksEpr5lbeftmYHTl9ryTfdC1OLh1oxT44BNnKQjgvWgLBonx7JzHzexT9QITqC+PE1FG9vyWg9GcygjuiLsDbecsanhyv/2zSQi0EDklwYiEAwdwdNsax7O2Rux4xGO9f7vSct+hGe6dQE/ru9JPhZWTeDFqjKfnxH89FIfdkUdxIpyru/pUtPLOJxCpwGaMmM++mqy8av4SjwTGuEvu4vPPvRhDfSTB5NbBq8p5EnjgtqFKENV1hgTBk81gmH1mJzEkUfB+W3KuBB8StfLScufJbnzpS1+ZvfPu4SKD9kkg9+1v/04z9N279/TcQbE00zD2GlLwK4y04RBX1JYM+ZIHCT6gLJdjxJ9IkEX+RgjPxkA4rP0oUacJKs7pWu6BIMbnfYabmMYdtprDU46uSn+QfkOsTU44HSdbh593M/fVfYX4CB6+8qUvz37yk5/0/kNNBN+Qh6Jl2duXX355Ljw9OMjnsv5f/sKLnVghcX/33UN9dxyzL3zhC7Mf/ehHfT/OzbML2thBciiep6TwnMNHZvwkOJW/ozPcuPZgdvDgwSRqGRqetX58URLSgAZL0lih1LRzx57e9527tg5OWvbQQO2nntzfNXSuPLczJfDA1bav1o0W49vvvNN9NbZt+JPsT1BTIretBs2J40ePfdAO5tJ68vyab9wbgSNOLAADEn48pUqdfuyBoE0ApfSIPiKpfPvtg/VhntO6VXMvu+p+jU74ocQ/2ZbKgBTZXto1LwUlz0cAmq5XE70EcQKIUkEMuucH5pUeP8seQczPJsinLTZ4YMNe8evWBdm+1YKgZlPZ8fix0znnu4sMttuSrE9siLVYsljXJ5L/w/pfDUmenybj8disKWB37zenkUZH8SSAW85nns8dL+0m93I0/SDzp/nPJAlcyZyDIrz53bikmiAFQ7i/6FdtwFCVSSMHm+ZdjZXSjEL9wj1FNZkqXu6Vjtlf/uVfrjKGQKplbpzWcuLyjLGf/JV7wz9YX6Oyvva1n/3pXfPM+NNNqDXV5D6ziXysM8sP4/FdoN9KY0+5NWeFbit9NXp3bLZ3dkavK+fn/dgHdgtwRZkBqn7+wumur7X9yle+Fn4njmVseJDUVl8CNCw4/uo/eMQh4J55oan8tG0Ofw+xvdHBVAJpmwNG6QHR+FJQsPXZeJBUYUCN+jEKo8w1RtIwXJoToDXlwmURBlk5umNVqR5QvUXhlGxws2ZloPxuAoZa9ouezRWbfU7F+JKhtHRAjT+bIHh0yQQg3gcfwWeApMchGYN+R9fG0E+i7G5Mk0OGm2JjTgWxY/yV5owF0RnGGOic5HxkLqOEAU1M6TKfV+mUziKl9zXkIMDTDKG18fVY9LWMd3nj9XdDyDZ4fUUyqK3JQvd2+LVOshde/FKcGbRAU8eilD4jCpuSwr00Djx6zDiWh+3YVGZ1yQUAD4McnSHwGtKyYNPP6jQ5fepC3/X5zz+Xo/MwXWMnmvVt2byz6zE6HofGmvV3yEbTSDLXGIvVUQp3mRbHYCqRUsJfEmRiScRw7cGj6PxANpeku4ihPBEduE4N0ASS8iI0SzYis7cfuBZ79+7OWUAuTXt2koGJO8m4KYM2A8rXli252HO5GVzCXp58Roczz4P/SQxaR64YaiKhK5m4EGD6lptzvtswYBXmJQNBoDKh8zfNXnUJIazkJuynszNNF+CEBHL2fmrlV0Kq0w36ieNorWnvWEvrQ5vN75+It4N3kVJqkBVivetTVhsB0OZA4WkOyfkvDSFcipEUpCwR513SdoIEgQNjrDS6fiP5lfAt9zzV9zRy6k4kPC5cPJ3Si5Jj3vfBEKpcsgyKEWpCOSHh2uT9nGN32T2yR4JohsT3TEgf5zTuzaIO454I0u6bd4VYGYEnWC76li/IyTe+/nM1VAJ1785J2B+O171nhJVZHuZeudtFWOdjoibJBntszT86+nENOaP9IMRnd4YTVuqgvahJxQSQUTFIYhLO4qSpR6S0fBNDz3He4vCKKgahjJse/CwUitiMEXSY9LClWbrM3PmzPpqATud+WbuKfs9LJg8lVuxeziwE6JVXXvn/2HsPMDmrK83/tkBZIAQSoJxzzglEMjkYC2xwwmCM43icw4xn/feME/aM8yy21+tZp/EwDuCEMcEiCwmFVs5ZSCjnhOK+v/d+t/qr6qruFvL+/exs1wNPq7uqvu9+5557znuyrXhyW1EgsecWw+TpBRc9msg6lCepE22knLmnvSx6fgyhhQIhpDrsER/y3ITqUmX2+PHjnZhNTi9FMPZgkmckgIO83a3kb/LvjgropIKtKjViPSU+oi2Cq/VExwuV5rFyuUBkFqrq2bO72jUo4V1eJPYLzwQ8x3mDfs55Fh/z3IRZ2WtaDR3KKo7xptI6ZO7sOaZbmmBwQM/AungueJlGq3gkHDJnTReowEE5W9CvpxLkzzrV3Mpzv/iY+11wQcxXbHu+Et31rFQBkw5CcQx/xzDjxT3YQyrwAfrQ3DmsyFTJdcAn/LFR0154PmQ5ng7CWORm0ReN5Hn3SdOZqClMILqhil4ZH/OUS8hZ2LFji/vqMVIvhl1PhZkzZ4bLL7vMdAEsUwzk/EvpA3Ky8f6xJgxSQp4UNNgLqPCydakjURrVZMNVaTHiVdKWUjU33ibSA3imWF0rvSBZBK/aaNHZReZwD/ShpwXo9bLyfinMY/9SoSGODu7F9TtK9xE6xRBuL3nSp9cQtzFpIWMi9ms8oettUgQD/lY0QvqX7wJYMabRd54oIh6OrX3UeF1gixdyLVbp7laaQMwFrJnlzMgtVfFK37LuZCCAFTB6kYFJxvOcnCnkKXsM+Cfn3rl/0kXILvKiwQzwXfKOwrsYwZMmTPCexxxDtcFifrdUDPxEsQN7SAsuPF7cH4cIhTZEJAC1pD+AZyhaeGXTZunSwd4zHB6cQe6Z5D0FOS9rvUQOD9ITEKOMCQnShUTyiAjiUXdkQc6qg0rTSp5W5iVjALibgPYLvkWGs98YachOVzO/PPfbp3gTgltY2iUYQ2f2KOiDBkXyOMFMuPpXLF2mXjvd481ENIjEd13tJmLygBAJIr68fkP02Eh4ddIDMdOunTbV91QI6XxdD/ctysAWgr5DrJ/7kwgPYam44x6xSpNQZSyVtYLUIaGMnLXG6rE4s5SQEZuEYElJkFw75rPEXk78m5YC56kyjfXguRsxYpj/ztw5EHiVPBZuGSDlsknCBYsZ68vVX/RkkucAxQaTWTAQDpYSQtFzmGKfl+jdw+W6V/lG9FPaqz5weAB6CaztlxLYKGa46pob9b02Cj+r/5FEyasS1uSMbZab+KQUwrZtOqSanUh4k2R3lIwCngoLoOBjfgoNdQlT4Tn92U8fVIVSD3tB+vTuFq686lIBbQl5AewDivGTS0bmFb1+nGhKw0nRBXCAYqDylhyZlgrxNREdAO6AQZ7vsJTnEe1pvwH9DBY5PK2kyKkG9JQEQrZSAIQboQVl3N435dfhOeDZPLbHrS/ivEqAAJW6aRwJOXu4/VFYKJCU0EneBd5XDpuBo2gbKx6VjJpVEjkELaHBnvO+izuyXBQ8uwbu2jca7eKlA/QgSGO4lhwLVTySMEsvJoFR5y+44vmI27YgLElCpvwd8Oc18UzkCGL5imewwOjqDg9zLVctioft7XA1ke6vXBG+g/BjWDv0BcC9sllCHbrr+VBIHGJanSDACJV00Gf27D8aevYdI2UsS1H72Er5f0cO71QYdZZyvqJH8NirZ6sqb6XyQZXq8Ooe8WhnV+EOVEsXBGDXrtGTwjmwUaSQFoDRKQK6KB4JzgbhYLztqcAoeeKw9Om7xOdd4KByd4Qx1nrs69bOdOMc8BOh1E8Jt4SZ9uqezTV+jPYpnN38/F7nuEmAuuKN8L7e76vpHkcEaqnqZT8IpxxS2Aa6MgcVrySC94L2sYGmw9LqqBwbA8NjfPaE0gqWqZS/k401F00ohWLBggWerMJ1EcJUZMJT8C25JvAPcpCQHWOmOC9UTrcjjKI9Y5/g01//+tfhgx/8gGngAdi6DrSiIAIl0qNbT1dU2quNp0D0wVtjMK+zzGfI+eqnXDg8K8jVrUr/4LMD1APTY5gE9vAocY9uCuW56lj3x8vFHljx09RX9+3UUflU5O9qFu4BnS2e45jkTWudvR3qpUlDcaYj4G2jMjg2xZaxpWvAp5yLVSvXyKM4ynTj+qyTZwWcxYRqvPPK75W3FyWPYklnJ7Y4iEPcPShOZ4LxXr1pJozHW2FAmnO7yEkyp7XClakoDp48V7xouSHjmWcnV5X17SdhX0CcHGtmYxK1gUdo0cB6Vixf6jMOHaET/+b7RGz4NzLHURUPNWdcYAxV8Xy0MeKMpMa97GMHhaowEgDzG19eGyZOHG9gR3gfoDR79izLKM4K+VC0gor9HJ3AK0+NvFJ40bLB5LRTIaRsz0vmxXHVusAyYAqDGX2KToG/Ofep2GI3AAAgAElEQVSktth4IZ9NvI0h5ArXzFP7wgsvOI0CABILi/A6a8qBjPLq6ups2ocMdv0NvsejSTEMBsZBNddu01opRs3oMdpKIX55x+U5xxPuxr5n07hdTg1PqCCaRTV77BmJLHTFvngXAIjedLGV+Iu1mk8FFDmTyBYXawkYpdC1AZEMcXjdWEFyEf5BZsRo0CEVkwwyn3M9HD3k8PEMyGsMI67NOhz90IszlSq2PTc0c5pwL6d5yCEECPNYNMntGGWIowDZr5XLVoYhw4dpFGL0dHIfCgvdF1ZALKVuMZKK0Cq6b4ue11W0RPy0ZsA/+aYYYzwr/fBoMUOrFnSsZ7TrfLEeUg7gPVK98JI75UgRKANQRSWhzSgVKOHBrlo/55unUJQGPdpolM955FPowV0VlzVPZNQFBGyj3BasHBJ66evGZp0lpMBBwYKyJUCOWjbIFquJahoOLfPPYMqd8hI5j4ieSzo0u1zeroQ/gQTchonACBEKDFCitEJAqRDaI3Hb4zL0INyfUBRMnDx1tjCUpwHz0EAzheHYFPefI7dAYTO8KkuV5Bp79+zwgezZMzZ+fFXP1l3NSBHyrsKRl4FDRZl7J1XA7VSIk0N4gsHQhPnkeqcsPoXb3MBQ/IMbd9ozTysXrqesui46KEutSKgMWbZiucIg3e3uJam46qxzdMh6KtdNQmPrelWNbBMDUJauiksdrB3k7p2vhFfGjgg0na/1t1du2EViKqf5aa0va3A7IYhmUoTLl60Kq1esDePGjpaQZryOwmDywLSSsmuu8TkHRL9j2tN28lTAlIA20kSayhtI6GiHnrWdrg9o23Ngly0LXoSotqsqq7uEEx4uD50WsztfQeCN/Aw1RrBnwcm4BoKxolgq1Ix4lg4AydFNmCskoZJCYhwmC3wUgX7GsS50AY8eXw4tfMnhxlOAkEo5Yxz8XRL03hd9Bw8hwguPHa9YRRXzllrr+Q+rcpIKyWYMEnYuU6wi5eDgBWKdWHDwLocoelfImYktDCja2LNXg37lTYz5DRgBsbcTig2Lm+fGymbdKGqswuSad8NkAdPk9WXNFynHit/xdPo6Ih4CZZ9AuI0qCY2lqjRFQLU9v3PoKtB2RKOadql/YVAoe//eLSr2UN7VBbRpET1ULcq5OU/98A5oNmRH5gJqH+lzR98uFAsAlbOAZ6ytQATKHyFLPln1vLk+H9AcbwyVy+R1IXQ6qIrXfceU64iCRYhjqTrtgPYXUjbkxwzS3FeeG2FPuw/o1UNgceNGeQQ1AxFe65zNFCV/zjksWNwCDnSEdysFeah4ZmgRm+jS4V9NvNX7zHN5UTzkiykSgOeUVA7ANpY/DWsBILxHhWUaSzVixChVTq9wjzgUHCE8K0GBsvPlTaUpNlWkFB4gN5APVhiiGzIAzx+gjL9dqHwqqhxnvzQr3HDT9fJwq5pQ8p/Eb3uSd+xV+4b+NgzcM0zGGApzu9pbAMINsJRXBDB0bquI2a1blwJod8Up0w8cdtaUAXnMCGcOHSarX7IbmQuAfOCBB8K997zTe8+1JGDlAVZuZI++PqfLBWZayGNzVP3riEJQlIKeW6IE9p56Tg8819ljv5GRF8jjQCQGTzXyGgADvX/961+G0QrfdJSRjifnVXJCJfSgM+eAKlqeez/94XSW+BvnaK9kPX8n73b48KFqFaScXindBHhQUJyVc5TbDM/gQYypC4zme0VgabJzfvD4nCdv4SI9Tz+BR3KX0U3wMD1CfS95qDtoIkC7DvKe6xy31ecxAJDRrMcRBCloAMBRFZDQlxLA7nQbGZzIGxSwW0DJ2KQtBJ5uFOyll06U7lhsrzv3doI7Xmz9j+cWeUGenXO7RZn16xRCVGQK3qfAB1ohc8gP5yc8gczDwIa/kBF75MxoprNxsbyu9PWkXQWtp8iX5bMuGEAnaz+g3+yZsxyaTvqTMVOE/dHd8Mzylcvs8eJ+nJWYy02xl7zmSqM5cvikUmV62BtLI2G8eRQDOA9XfULRcdyHXOoL5OFGHrlSWPQDXALqUz4sVdWsC8DmNIyMn6ALsoHvEXEzftBz0I8NeZH0p9NmFAJmZB4MypgnckHttc9Sm+xNlJLlWskodxWvzk5KJbCxK34HCKXZ5dwf+jnHz9WeeN9lrEjPEXF0KhMpPVlxY3uBXLyE7pSAgZ0Z59Bnv6M58oKJjhhcgEKakrfXWVwnWUZrIcAe+pW9xzFBax0cRNAH2rNG+C7l/DE4HqCJ/EG+ALJR8M57l/ytWjvzG6cgPiBsu7vyxgo5XHlMBMCrQ6XUWpUSQ/AWYqJFC+bpIKawIx6Mo14AlZg8FIl5NNrlASCeE2gFoOj5wvuMt0I4gjRxPcJACFYOCMOYIYKRrAQUuTb0BiPeywaThMs1CGElRQmT4m6EsM43cU5bbMyLouGAugEpwj2b+oCHEAHIxhDCoZp0bvXscMstN0ePnZLpoQODobkvYBaBRIhw4MD+PgyEwVITVDMnCZRyG3uwMEQWXanCa0NlpcAmwI/kThiLPmYg+vmL56s5seaaqYq0Rav2YeSIy824a9YvkKVDtaA8WoBqeeB4jgP71RtJDVEJB7EHreVR6STl6eIKuv9LkRwVLdYoTEl7kOUCNjdef4MUnICfvGZu3ofIAFHqxd8Ae5SoQ3OPbaIIVkDLDKN8N0qStwvseWix1owChV5UjDIGCsAIMENgbVX4gZAVliLKD2DmAbxKkKfEHmbkOfifSrZDhHGyMmx7zjyyRXmC9BLjMOt/9hceMdgSP/E59mbhvPny+AIuJLyymbgI+mg4xPE2NJBEOTnfiRC9k5QFkOVRglZYPXgEUZJxKDPgE4EVw4gc7JTLBX3gG/Ya/sULxSxMQI0PoK5Lfh6eWGiHxwyrefgwTZ7I8jkuVv5iEpjcE0GScimwLIcMHGRhSANnDjJ5P041AADJ+0bYfr2819279ZYy6hh6DRqnqRZKBt66Vh7pTfKiYHipyEd7cq4MhmPq/wKgAgAcUc5Tb1XlCS8YjNo61ntMEQE40UKlg+YpIjxilZhkgkDGqFEjbPV5dqQsa3LxqCw7X0rQCpW5e+SEeyYtzSV3RK+HzvwGtZvBcAJUbVeOR38BFyxpGk4CoPcdOOKwGLM8AbgYRSB1RhrRIgdLlHVRWRk9QNoTAW3Ge3HWdijFoAtNud0kUzMhtXeEzwBYtpwlTJEnsc+XRsg5RCUCaP9pjrpZeV6AdgQ9dOY9vPMM4kZo4vlB9hC+4RpY7z17K4zn0F077ckGy6NmZ7VSwvwyhZApIAjOtWUwNjIM/l2rBrEX6kzgtQMMn/REAp2XTTICBWDhKUL15NtxZmKxFB3RoxyCzkQcCBPZS6vzYQUnujucIuBHSw3ojiETZ5QLpC1bKxBYJe/mYCuqp6Y9KaP5FeWjDXaLAYw81jdv/pwwRBW0DC8njxaazZ4113NbyR+8ULwMjbj+YHk9vv/974brbrzBXjRy8ZBRnDf2EKOa8DdFOniBUIbnCIDDF5sE4lkvgIIiJ3JmAcuxWIZkcnqYKWVChiMNzsklApynMW7IKfgBMExkgbYvsSl6bHOBJ80Duh2NUIhb7U9ICMfot8dLgIv3bFzJ2MB4gVdGCYAmj5fPtvjQ54+UF8kMcp+oYmTt8+crrUG8T1732VSjOsKj/GTRDg8y58eVhFLU/MSB4fVJdiFbnMOn/w0+9Fm3oMnkGr3I0FXsP3KEFiYYIRRWYIgg33BiIAOdQy2wnvr/cWagsVMqPAP1bOntjZ5YQpQHfgYQpMJAPgtooJJ4j+Q5wG3kyLE+s6TRcL6QAXj5aELPv9Fr8D2eTwrDuBZhW8KQeDVTzi/8jH52pIxwpEBRa+WTu7uBeIL3uwpPUM2PvGNkH/KCfDJyXqHzbBkl48bKKCW0rr0jTQKW53ndzkM8h1MEepHCBM5A97IX8C8g2e2gJOfx7HXq0tmeUe+V5ECaz026EfqICnA8x3yX35E5VEbT5ixGHmKbEfiO9fdXIQ7nk/Y8yHr2gzVQ7IOR4xxwGaoYKHhxiVLiWCDszJkDtJ4nZ1Vch2Yk65nQhy20fzyTaSvDD+MM2qBntkneVc17/HOnyK0AQe/VB5mhiOKhMmbUmNHaEAlO/Y08AV5UpazWg0yaMNluSXKHrHxQtDq8Dg8JD8CkLgsXaFmpElkOAC7wNUoMxGLgc1hMtGQApfNQMHRXuftTWJFhvmzQqlUrFUpcnOWCtFeS4DjnbRHjtTcQ9zmz4iR0U58T1sr7McYd18NzgFQhLERuonDTkiVLneiIB4FrkiSPp5FycYjaQlYRCpdkdojYnDi+FCN9rABtVI/BnExYcO4PVoHui4JAOSXX+zblgnXSmCqYDo8DQ+URHkybwEI/Ko/Hvn1Hw5ChEy18jx7fqQpdxpMIqUvx9uk+1Ey6ds0i5aHJy6d9aK1+a20VXiMHAJpxTc+B1OHYxXQEhUBJQHUuw0nmAsbcQVB+5050jG+q+D39oAAxGg8mpYRngSR3ZsJBS5JxqfTcrCHbCDwOAgJgudzH/foN8kGkApORVwiaNqxJ93GVYFWcX4k3h2Go7m7tCieUO0Pg2ReNOxKdaVJIJZLDirjUdcgQGoAnDrk9tXqPw4YnjBwTvDIjhg2KIEogwopNAqKvhAfeIujCAU1TBxAO5G649FqHYLVy/gDPdLpH0bFffJ/7oIDgpxRmTZ4/jIaUS4Kggp79dHhp2UEhCSF9QrQ0ScYtTjUTDVwPyptFyIRO8rwPvfEw2quWVVRRTc16m4l23IODisImN4LRUztVCUxFIAUstBRoIdB8rvq2UXywefMqebRPhVXy3hLG7KKwGLSDZzkjgBdGtvXq3slh1KZSGi4gkDIDsGH0xGa28mLRy0nnDgMFRcGLiQAIbb9k+OBxiXSI4SgrAECVFJfn/wn84zFAbtBOA95KHm/CLoSmCBd07tLDHt+TogOeK6q3EXavqIUNjbwBh4Rceihh3sJZBpZHy1EcYQtaaQeSXczyBCCTvAxo4IynPBPOBAYO54pwrb1jela8pj17K1wp0GD5J5m3SYqNwePwAKO5UOBEB0gKHz16tEM25PDwbHh+yHljbYTXaKQaBS+5uDF3jf1F9mxXmAUlTCoD3q7uPRRmpWBDuXVMp+A+KBeMADw9LnDS7/Aga4u9+mIbB67Jtal8XKzxTtzzgEK/ABv2iCRwwohnqfCpc6fuoXr+IinjkabfmpUrdNaUcyVjlLFYpFEAoGjy2VXTVejNRujufHm65s6dKy/pMIfWhg4ZZqOdnL0OqnhdTcgdJaLiEIwDlJALSgTwODPwSB/Rdo1kDZ4oFNuwkSNU6adKVNpYiP8vUGgTAANoGzVipPNr8XpgdB3QTGFkyytMW1ExD1MQ8FQcEnjCmzZ08BDLCRQoAAbZCI22at9ZZ2cZR6zJOVA6fyhkXuSHooegIRX8GGHIQcL8DpVn6Q3WL/o3nlqMqvPbKWTudlbRY4/RM1YhUgYCEBZDnrhJKoBRz8BzdtV9OH+0w0ohPLfxUZ5r9NSrkIvpQAI/8CWAjLXDF889/UyYcunlccyYzi/XTzm9RARS4RQyBmDidCIZRoAyCvIwvmnqvlth9I7KmebFZ9DtpArg0KDwh7+1FX+TroOcZqbxaoX9O8qT3FpnmfNGriLpKDwbtMcIxnFgnYNDI0tF4CeyIMrqc2N6URaupA9iyhFGTkSHjpL1Vd3JdzAw2BdwAM9DhI8zSKSB52W/MJwGDhzsfeIayBMq+Dn/23WmWV979XaELygKgA+de0afyCyFhns5lUY8w+uUABsTLWh/khxDfIZcyf3SZ4A4O5jkpIEf2qrwKU5EiZNz8EJajgovsEbCxfzEe8v90VEYtTw7a8Qogz6kHTgljCbmOivsgdPRROtDwgcxNYF77fJeg6V48SxVj/7bfacQKljAFu5aDMSgcsnIGcGoB167Zr3Lv2HaF59/IfTr0883ZzEIGS4MMoWguPthCggGcGDRuPB5oZSovuCg2j2pReNN47t4fHbu3e6HoWrP1V66DqBis9pZRKQfBROTCBxG88GNm4IwJhwHSGMDCdPxGbevkGJDGDN8mhYChIPO0f8zZs9W9+2+DhHxvYKHQxYdVVbtZY2xweQmITS2yUPQVuEUBCZub3pLsVF7pEzXybv1igTH4MHq+dS1o3NsmM7pqpOTjJ2RV0+Klk2lPJ1u+E/9+WnTsLms0eaMJ9qtZE5ptHbtNZRaljhW8onjaoY7YJzbjFRXPy0ay7WuvJeOGvi+T6CPPl5NFP50c14pfHpdtVR1HMyHwBmjdga7ZeHjvgcoXyRvCsziDvjyhsVEcyV5Kt+IsBjfu1AhDb7LHuGe33uQEV3KJ5Fl5sah+r6LR6QI3W+PIgRZaM4jkFLo1LlD9Dh6coR6/TlZW2ie6lAmC0ghxWoctTSRADyl+5CfwlpwO5uhBX6xnOFLhA37iJAZNHiAwRdjmygkSR4xeAUByD6yv9AiVcEC3uFz7glopTouztKLhw7+Twnh7A/hdVtrlPaLtwnBO1dNgi6FV9y7SXzHOcEiZk4s4eHVWivWPuN+6PROn0F+us+SaAdo46BS2bVVSg/hlsaywMfwYBSIMRfusPv8ER44ImWsCi6Fcsg1aUIe46uqFqSvlPr1kR+3a8cr+s45YdCA0VYCCxbOkiCmakwFNtqrNvI6AKxbyd2G0jgiQU0pPSERvMkk1gJkrRAlqKne5Sx1kpXYTkYP59ZhVdExeUE51whznoMzjHCjrN2V06g9fZ89pE0GtKPf4vKlS1x51lrngfNIeB0vLukGgFs8SW5doP2hEplCAId5BRDsjRU92PdTdET3VJRYXLRK1jhGihv0ZgUUK7XfAxVCw/O9QwAfEATg9pgfJ8mqVxIDzmkfwTicLNRNXht5ZHzud7/7nfO6kI0oF8ATChcDjPxXABmhM3iG//MjnlDgeAMJveyWMI5tXNYbKPfs2tt0ds6rFA5yKrVEIBHawFPr4tq9VDWbcueiIlPagAw6UhpECPM97VS4PmeRFFX6SJFSEgG38slkZE+cODEWn+CtU/i0W88eYcYLz6sPm9pzqPExnyPcCzDFOH3xxRkaw3SZwRx06yKv7TPPPBVuvPFGT0IxMNHZYn8w1rzvunZv5VbtE3jEQmHfU2NqcpipKsWDglwACHM+ATT78CbpnhddTBgNQMPoIfHsubEVxrHDTDxRIRTFbYAqZLZ4ZvWKleYxqr5d/CaawQ80aTcN8UrhwROfWEfpjOEpx+Dpo1YkvJe88bFY6JTBOHl2PFfqPxpzU2U0yNjcqRSGnpIbhMfhC2XXxlGMhNoUVWAKB54UJ9pLJvSzh7bKjeTZR4Cida7Cy3hROX8pjYLvEMFK4UM+byWufG9eBvza81eUQ4rHFv5zI2vJwH0CG+SJ4lygOwGGc9yf6OCgUhPvTgvRAQ8o93CxWNa1XyjNtKVVFeeMiBsRI+iAoQJ/0G6F/ewicAO9uK7lp0Ak9+rVvUchIsG1OCvu56i1Ju+x6SqdSMX5YdGfzxFxc/9CMAP4Qd9DH3h6gYfKU01PT8Ydnt1Ko6KU5+79lQzm/JLCgT6JdKxpvsv3eJG64u4G+g4AkerTWLkbUwPQ6ewFeqQ1VcnytsYIS5w1ixcTvmSd8Blhd0AlZ9TeRRntnB+iOK7qF1/j6QMYR4PxsBs1U0UOHShKiPN8L45GiwFjTA3h7xgAPB//rnryp+8/hcAdJTckbkIWPn9BtS88adKkmNsgIsK85Dd07txFSZez/bnp06fH8nkxMsRBYUNUiL9HG8qLzUQpcjD7Dxxgt/YuWRoIz66qVGOWHXlIB7QRzUWEDRvX+Ho9e/b24vneju0k87cOw9VLqHruAhO7p4YpM+PrmJS/EzTFnBCNU4yAIu8OYuFqpSs043Z4aMDSmnXrvWmEZw/pbwMHDzLCX7lSXenlSSJf5YCaxOJtoKIDYbJNljKKfc7cWa54cThRzLp69XrRhhmrbVQ1NzsMkwVIOfYbpt5shkOiItgp0+f/zoytypL9+6m7OaANxThsxJCoJPeKuSXw+g7qE+ZUzxedO0oZnxdGD5/sXmXPPPN7MZjcwAqbNmlC+O94uOp1lzkUEFsWqHVDkNXLyB7RcZXagACSz5PS46DSLmHVitXOX+ypqkNGGpGDETSIee2alT78XTt3tBuWF0Bo2PAhVmoIx1kvyWU9YaLBMxY98RkqoNyoVFZhU3n2OCT9BwhIsvd6ZrxiJHqT54LHCE8ruSwc9j3yHsE78OCwYUPViFezXkX/2HMoDkPGq0NIxFVVYnZyYWhX0EteWarJLtThTFMRYOr+agLK5xjiy6NxeJIFTfItZfvMBkTALlu+2nShTxfJzBzAGAKpdqI138NbRDKqK4zU3BUBTf4GCqCv+ufgpeOQ8V2UUwqncrid1J6qA0kd0GccPmEGrnh3m4QWDTPbZh4UDIVYwdihEK4DuOwQuCMPEVB1UIYQ5wxvCq1IsLbxWtEz8DxV47XQcOeB/cd4/6bPeEL8Jpe/Pk/PMUKjeGjbK7yDN2e/vE37yG8RaOuuM7dYveBckSwjCgFNOwUqqrsr32q/gD9d0unaPmLIcFePIRvgM87euIkTDOz5G0AzhXVxKkLLp599RjTsaVBPDlB7XRcPOeE3rsG5hQ+gTy/lS6bUgy0q0oktc84KY0ePsTClkhVvDV5FV7HRMFVyYOOGTQYhvNfGvR8FjAl/CXCRv3pYlrNDUfoORt26NWv9fNAveiRj89Fu8l49+djjYcK48f47YDX21tptb4h74clbvFfGHjKquyqikXPwqosq5EGCP6AflnpPAQCuS4sC1o8wJsXgkIxI8pWqZDTFJGYAaJV5FmXKK1ZrErqJidguBnET6QvU0y1WgJ5EtukcENVw7qg8LUQW4CWM6jRmkGkIKIsTAiUYAe4HqXNIJONiDbFftnxRGNBfLVVEM2QciezI+SuveF0sNBB/L1+xxDIRHqGvJl4KaLpZBi2tINAj5ATyDKsFmJEHeAowAi8WfdZvWGvvMkZ0HF23ywqQ4gnoB81oKUT0YYeKtqQWBboE4pVe07lTL1fcmeY6d+cpPIpBR2sPiuX6yPsHf5Eb52atkm8YRCvkBeV+vHbrs9AIWXChWg/BB+wH/MYLWrdVM1MiFrww/JB/HUSf1lklJkp9N7JNIdOzBSDJb4VHAWScnyGDBocFqjalIh4gybOzzskTxttA5pk9f7RT14LnB1CArIQHoee6ddFwpDr/gIzUFnoeIkBUQcMb5N01l7eKQrA+ankSPVzkpKL81UZK4VtXZet6/I1QG/tAQZm7EujzHu9H/q94/LBAtFOjyLttqlxprSUBDHLiuBZFGNC1rQAn/Ei/PjAAoXD6PhKGhh/JiwTcQUPOILy6RTzVWt+LzhZ5pSRziC4QjSDEzr0IA6dCSEALPTU3qCgCb3BXFVHRq8yFWln/NZ1Wh8+hL9/rJp7AcIm4RQA2K4rk3LAvyGOmBqVq0pXShb1VDOg5r/IgArZjbll0PFFxHRvyE3JVuyEZtHyWdARSsOi9mIroYl83jeXS3rFOJoisXb3GYVEa8cd83HgmU5sVnACbJN/69+9n/vFoR73w5CYvO+cBrzb6nb9VTf/Np06tlXXaT5VZ9EWi5wrVRAflVh03boyrAS0s5HplPApWzrRpT3t478ZNL4eJk8eHZ599Nlx++eUWKPRogQk4RAivVELvTupyJYKKd2jRdH7fJdfmiFHjFIbZEqrnzAvXXn+NesKs8ugoDs7VV17lsMQ58nCdK1ct1jaNTBHUKB0siS3qE1SlA0ei/0L14IGZ2RCeAcbF5UlzOyfyinlxIWPR0w4DAjMTjtL8bSr9bSaBSeiCXjvkdV0g5c7gc4QtYdB5SsoGULSQ549ebBfKGvzdbx/TgPirZekt9+QFBAOAkaHPCPkXZ0yPYSMJZF5YJrhcmYSAwl2sPBiqqM7R8zEip2+fIdo8hVV1qLoKEDRRrkwTWegdL5a7Vl7Ixx77jaxINSTU57e+onLmyWMF9FSNKGVMGfSGtfLqqNKJSjEq2W66+XozLxZByn+hbJlwAXmKffsPzXIWznLX/G1qKnnF5VPsjXLSqZTCAIW3SJrfLNoTOqMZcPsLOjoBfZ88cOQynZDyxasKaEMgXaQQEuCHf3eX1fW1f/lG+G+f+Yw9bC3lJTigPbblIBCENfjUU08puXeyDwTdyrFyUXZL5RmEfnjcEEiAHqx0kti7KXS7U5MLGI3URLl9mzZtdFga44ADt1LAjpDSMQkSQm14bLk+Cb6HlWg7efLksFSgjaT/K664Qu+pW7eeCf6FX3l+BA88jOcmNvuMHqiUM9W9M52r4xgoGwsSvB71JSCL54mDmvIhUp6HwxyymAnb7ZXHFKNhi/LVoHk3gXqXtwt0JK8Aycc+g9pCgChdtbEvEVT9BLToX9ZBfLUOz6j+3q1nf9GIfItjYdpTDyuEsCUMUMNPxne1adlEuSSdxQ7aR6UEMP5r6fJlnhk8fsIkN8JFmfXp3Tf88le/8Jm56qorwmK1JwFI4nGeOvVWhdP2KeSlCi0JLkJavKDBAD0LAonmzoCF9VoTeUkISwADXltyvdgfqm0xotgj8oQuUAgTzzV73CwDMQjtRTrXV11xuRU1g8GdSC2hSksgFOLcuXPk2b1Q5zX2sWNY83G8UHi5lRaAJwLehG+3KqcqhhhjQjpKLJbvx87qGC3s7RDJAAwGNxXWWQSsITRRBniKuioPlfVgGKLUz1GSNvtmMCcvR3MpJvY9ppWc0miqoQbJgFLkE02VEeCHBJpfkQxrp79hFJC/u0peo2FqsolywwglhITSgw9JV2ANhC77K7dsma5HpGCfWq+QUtBEz4hxiWJmwgZgmvFo5BifK4D12BPT1Em7N8cAACAASURBVK5CkYDu5BEy+kq9o5yCskyRAsleNVK9SOAEbx2VmMuWLXfYeerU27VOchnPUwXbjHDplMmedNCtUw+fFWjZRYVbKO0UvsUjy8QQQr54oz2zWuCG9W/Xs6Ds4Se83s7xknLgmWfPrQ433XRTmCWdcPggkRn1ITymgg1y5A6puEiGLf0pKYR4Qcn3nHeq9requXQfdTVgjCDeZdIo7AXHwyr6YCD0lucUoxnPBmHffn37GLTZWTF/oeSqoijKv+0kMEWxFS88PVVNlNuq0W+nnPCrZs3KFUM+EcJl39bKUIevkP2ASVpJpNxsQBfnyN0VdA7mzJmlakjkvPhNzZKJftAwlvyp1CPNijsbCYcnupcMbIQC/A2wh7egFaPo2J++vfv5HqsFTtGByCIS910VKWAE/6bQc8wXj7nGpGlg7CCLmY2MR2jvPp0NRXfoiddEBgT3xFPPs23Zss7hSudkoU8FXvAOAdoAO+Srt9Z5w2qKDe2VMy3d4xxyois6C+5JJx1M5IhpJOhKKqKd0yqvNTTC4IVvkC/Iezx1MXUm9tVsoygRHjc+RzoO8mSLjExPMaL6VXKHJsmcTX5nr/g/5ijv8bM7X5H0nGxUVxfJRc46HmUictCE9AxoiMfXo8gEdNEjXJ8UH6b0kMdILjAeYmTnEPF1O4E9PalyvDVtRCAWIx9POD1OWSPYBEOZe/D8OHbg2zi0XtX25NrKaILuPGcE24w+U4eNR370nlPMMhuk3iNY7AiZNEyb/AuQOAqms/KxCKfNmDFTQnSJLMteAi0dwmpVqpFoN6j/IIOdLTqEznHL3Ll4mxCIMCSAhvw5Dp/7DwlYbJUH74gOEwKS7zcVAKiSd4pcLKwVN5UUsu8pgUDpO+CKJoZxdlyz8NKc2UaqH/rQh9wrh40lzyZWslCerGHvEtBYCjw0jEZ4j4OCcEOIImyXCTzhBcCKwGIeOzaCURK4sdRowhj7wSlfQGv0mI6tu+R5mifAemVYsnihQMB4gwLnmyg3iEP805/+NNx888327tCNme9tUY4OOVBU2NCZnjVg+ZNb1LvP4PCHR560R+72O99OANZ9hAB2ayVU5855Tpu4XWN2RjoJevQoKrDUU05CB9q0aqExHApV0i4B8IByAkAw/oV8oYHKQ6Pq6cKLOYQI0SorzD6a+zlJ69+0MVpS7A8gkhAMAg0mxbNIIuV2CcBLlW+xipLkprKsNOdv1otzZIWoLxVCO2s8nLrEc0jWKbx+2SWXyhOyTqBSxQ0SFFSGvaT5iH1k+QN4EfYcdBQn+9RRhwggs1KC6JJLLvFhg4YXioHJN0QonpRVyPw2GsTCa3gpaMQK41NkQn4e9Eaw8gzwxHwV0iCIsZpcUSdeIGSE0OBAcoAAWEmBw1M7FMqEp/HQIpx4xT5HMYyEQGbfEUQIJcKE7n6tdabGk/yk+XMMR7yq51oVNomnMRrg5eefmx4uu/RS98IjnIZyoxUIVhZWOnx7iBJ3xb2Y1IBAwJNAk9dhoyeE1hqsTaFNCykdxct1XjaHxYtmiG6y5ORh3Stvwc03X21FumObKgL1LPA2XepZEzzP2p977jl7RR955BGvCwuXwdW4+gFkVKgRVsEwI6ROzhG8xovQr1ssiAcRNFj7O/Uez/DM889ZUWN5M70Dj9VgnXlCC9XiA3hui54doYYFzvPjleV89NL53yiPzvhxE61wOT/ks6BkRqpQgp/07MObTVgaj24HWbj2xqtwgbQJ6IZnwLkpUgYzZ77ovnQ8O2tBiXNvnqWnDA0mwVBcw7pWqaDHilDeeS1MciZazIS5AW+9+/b2Xvvaeg9ehR/mmL97CRwpRy6raLdXUs07kRUr9e/BUuCAZZ6VMB95OVGRyfKW5Q9f4lFGRsKzqZ+mitCFctSsW+e0heQlIZ7W8lRw7vbJ4wloo2gKGhAipZrxgvad1CB8kmikNBLJGwoFUBS0hWmla63SPOI9MgI5D53okSdPAfdHyaAY8ezDB7SCAqB1UHNf3seLwnl0eyT97tC5aMG/MRoBgTw3xjM96Mg5onnompXqRSZASV8rPBfIfXQQn98k/u7UsYdDVodf3eU1vPLyTrWj2Kzwfz+nFqyQ8X3pZVNkUFfLMFOvQJ1fRjm5Ylxg4UIZApzdtqrWbyYAHqslKdBa6b0iL5JebpzB6dNnSCcMtJfknDbnO5cy9n2Ud1ozng+rvQwpMgfl8WsnA5IzvEqyg2kSG8XPPDvnBbkweswY7y+6r6O8j1wH54Hbd4hfKM4h6sTMTqd9CCDbkJG+4mwBHpGHpAMn3YnhiGHBeSBHkRA7gImoFcDgicefDJe5V1wcp8daSIHg3xeKHtwH4BZ7PsYeqMhICtMo2EPew7NUOh8/frZ4R9EfKta1ZopfaNfTWpMp8KQiy3YppNtOwGWXWvAAjsndc5sU6Vl0LXRjsgjOFc5fD8kAt9wSzZGt0AmvGe1rOK94lPoIfJJeRc42VdS0GNkncGuQ6NGUTBHaGpP0dc3Y5mePjLPoSYvV1bQbYxJFLEKwHBFNecF/sThSUSHrCXkqBZA6SZ7Cs+fru5w7DFp+ni8DkM9zPfQ1nRuQkcgKGrSDVUhdwNPJMwMS4YMuchKQxnFC+pM+rnZk6Dy1Eq+nnDroxHnCCcV1AcXov5inKPCqUDGeR3QYoXPANftZNe3hj5/aII9ZH+WoEbLwyA0xGkzfRQ9yBAKKGDALybQvK6H07LOUayXE20zd7Zu1FpLXpneVpY+XANc1SZW4k4n7klRMPyw2vIuAHzHydgIuF8tiRuhtFphYuHhRwToAVfNiU7HkWAuhEhQF3rO5sr7IGRigQ8sBBEDihZj6xtvN3Dz4pMkTbC3jQURZU6k2aNAQ9ziJ7QJiZ32EMIJwhb5HIjzWKFVphDI4NMwAA8ilvCb3vtGGEZdHkG/VxhOTZr7gCilg3KEOo8h6xdoipIcXg1xA1HzM12oRFimfp61A3QKhcrrgg9JJhj6P8nq1aKAi87BKzN/1rnfrgGuortA1z7Vd+Uq792xz12SEba+eXQVg2whQK+dMCowD4PClCjUQtuzZuHFjTTeABZ8hcRIgTB8ivIzQEOZHAAAsD0ggoRjwnu0ml0uMBTMDlvr2H2D+ABDS5BPg20LVU3jtHn30Me8RQpokeQRFU1lRnehVpYO7VZ4kQk7ni64YA7EBsHJNNC6Mwzpk+GCDxx7Kd4r5VMqLUK5JtUIMK1avCtdee62rk9ljWqTYDU8PMHK7xA9YPTyvS6fF3PANQsoVw/osZdbc55CECp47DlFnhYHJPeCQoayxsBA+hIpQwICuOGKIOasxQRYvF/sIgIeXqF6dI4UBPzh/UoCI80KOG/wFqEKIcj14jkIFfiJ0aPnSZ8BA0xi+QXnCNygtrgWQcHWevHs820opOHJPsOi6KPeQ0APeA0KmQ9WQuXuPPp5LeVBr5bVUY4tWr14shaNwi3j2qMZYUTSB9wgLmPPMQHTOBc/oBHyF1J7W5A/WMX3686ZhX+VMjhk5SvutPlV6bnKZoD3yAkXDc+IZZfySK5El+B06EcDBOmUMEbxRrfEu8BYKHpCOsmMteHQe/9MToauA2WrlYjlULYDBWTtboVzO8mB5h6Yrl3aIzhIKapc8rFRmIuTwpFHJRoHARoETcnCgF4n2myTbkE+AxWl/fsr7yB5DX8A7z++RWVIOybvMfrSnMavWRu4S61whI5A96yq6zJZnjzNLX6pu6keX+v/xfbxLPCsAxd4C8X2Xrp1cFXxAng+iAbGQ6rjBcW+dKbwZ8OYYFX6RR+eu9VLmsX+VQJn+RnU/dCAhnWeEriikHUqtAKzS0gLlN0bFEil5HSOGfWWPduvsw+OMQpt8yeW65k43QbXXSzKPs0faQWt5UUjvQKGPVkh5wYL5sVI6C/HTioWwnvPmKOCgcMkKfXMMG8uY5rlTryr4HgMbHoF3UjsFgMsEAVdXDsqjQFsV6J6qtTGQdgmE4qHBC4dhwLlZpKKK6F1pG+bOnxdef9tUG2MAHCr1AHYvq69lR4FenoHcNwofGG9FDhmJ3uz1o48+aq8w8mzYsGGWF8gzpqywd0SVUroD8o9iCtJnYqcC5TopQZ9iGCIxNMiODarVrNyh11iJ72eQzBgo3QPvzJWcoJUQqRaszVNrsnAizf45T+wr8zJjMYqKuMTjyDyAPetxmxdNoogh7aXmea9XPD1nTrVBG5N38MQyxQMQRX5ZG4EbDzAXr7Murk3hGjl9pGmwFvrTxYR9FYes3+S1xDXEXqVpHjKyD71KTtxecqyEBXif77pTgGQu++78N+Vke0yVcsJSqNLFVeTY0fBa8pHiNvYJRwuOFJ6zSh5jPJR4vgBr0BNLHz5L/dy4RlelbcybP9ffAXhzndjlgKbFMtR09qPcVlRGa4UGfG6X8uidl6pr8PcLtIeucNWZ5/xB99Rxwt51pR3RRYO8VO+Jogbst/uvCRd0EzCPBZH0b23mwkZyHMEAGJTcEx0BHVgP492gh/nWuEDV0OJBpzYI1LK2tTJIcCowDs1NiQXwKPasevg/3neKZqG4qWPVVXTrbpb3rZ9yG/B8rVNSH+5crDUABc1VN21QZ3hZhKc03gJg1l45CBfTtkM9gTh8CNwmclGTGLhRMWkYHUY8V/HrrQqHdpZbuIOaW5JM+dTzz9pDgSUBIu6sjSBBEaFP3BvhNH7sOP++QG0eSGCmFw9u7o3qf0OS9g6h/Xby4HiYc1Y8sFJjY6hKmvnSDHsjnHiodbibtw41m4EVtkRKeshghS/ksn1FRB49epSbeAIcGADcheolWfDk8iAwGWMyACEsIblEwpZQFiXHXB+3KoRnNBWevw5SugjNXnLDs7l0vCek6x5ahNHcqV9eC21mV1XSLVy4NJu2cCAqdyF8vH0nNKYG1+jGzZpysElCSWXcp/S3Krm5r736KuegcR/Cvq4I0iFyWbIOQco7wkICsNEYGeYlFMye27MgKwjlx8GEgbCGOfAvCzRiXcK0eEJfzlpB4E2g2tP9duhTpCpccppovAxTU33DcGtmpq1X3hDgFlDci/YY2mO8pbPnvORQkltcSJm2UYgpJsAqJ47CAFW0kSS/Wh7GXgprYCU+8eQ0g2Nm0eKduEQDrF/O8t5iYUP00CC8seS4HtYiXjuaI1P9Rv4mitBeUwlk+uBxmACfFBAQtnCvJnkr8Ji6JYGUPGHIPjp8CCQ+X6UvHjkmRSHwlzzM8L77Oikcx34PFNiI3b57WHHB15wNwl3k+dEDCK8ZHpZu2heU4h8e/YMT4AEdlI63EL0OaEzbTuV+blNS+yvydpEOwESMY/L0rFmtKtqRY2LFkzxz7uejc7V6zXIBUVUR01dI4IZ95EyzfviOXKWRw0YZPGAFIlTggxWrl1sYMS4IwdJUQmSQwAVW6gZVlr3uda+LCc96z0n/OlNURpPYDXABOEP7fsotjP3NXpGRNUieERqWHnHLAnpiEQKkyooRZS8894Inq+zW2gF2B2VpAn53yqvDfnZVyH+zDEYxp4HIdoEhyvdRWlSY4TVupv0klAzfnEffOXk/eil8vFFhc/qJUa02T/KDZPlu8iQSttwk7xetLwhB4GElFDRp/Dh53peHUaNHhCUyCgFtpBTgGT4oXkJZTpg0UddaYCVxjvLr4A94baXCiYDfWEGq86r2LFSdMpPS8zdFX4R7LAQ4Gnr06RteePF5097d7yVzAD94EZHDMSFZMw21P86j1JlCmTCMfptkHt4I+Ge5gDF5gzS3Tc1MAWLQkvNNlTbyCeG/aMlie5T4nQavgDzWhiHGv7eobQ9n6YorL7eHt7O8ORgGeC7Y24sUYaFVBiFOPBCLFslDIjligJi1qoBXCIUCOHheQD7fXa5ngD54iwiLeiqG+IdRZ+wlXkJCQxSEQG8qeIeqySkGJ33tiBiQH0T0h2K5scoRWyVe49xaFpG4pRfOAc5QGgnE2tyeQfKNUCR7OE7fjfmndNU/qjWtFQ0H+ne8G6Rp8BPQiXOd9IkhQ4bqHODh3ecqfoyhmB4SWw099uifwjXXXJdVGAJYNT1AMo7WVoA5QnEoaugE/elU4II78R/hvWZKDyBmSfiPdJ1jMtJW6BzSQ/M86bWj+n2ozs1cATTk71AZCPuy/F/082DpMQDOL//zF+brlkySEVDrLccHjpSU20W4EXpSTUtz7JSXznfZc4xDUoGQfwAx6AdYA0SQgz1y5GgXWjSlwa/kE+8hM5Bx8D60gA+TwYu+Qw4iD9yShtxf0bGr5Ae9AttIB770kqZKTJFBoXUCYil2IGrE+rfLyKCzA/vURTp+n3Qv+3CxgOljjz3qPE28hbTowbN8kXjL3nfxJ3PSCTvvVLUw/FpdPUee9F6W/0RsMJiGDxkcQZPOLLRIVd+A09hXUa2hyN8VWOdz5M6iL+EDPksuO04iKll51jaKSC1atMC6HdmK3kXPTdB0hpXqoOGeb5LBvOdccMAx/RnlaU5to0iNIF3EEQzpFDx6AxTRrPr7T08+haKJcdOO9gABVognoxxBra28uDiCar86j1N2+7LmlHUQcNiwRR4dgTaGm/aTa/OgQAubE92XJ5WoqV5NAhk8yEhZyTsU/jgkxXLh+QphynIfNnykZ+LR/4UqO7xc5MBgsTKuByKSKD9TynaCXPYkvdLSgc9zIA5qJBSAjNApBAHl4jFB0GPN4d3BPY83KfWIwaK56oorrUQ2yirjnNMkEXf6uepKj7eAVgKDlStB5SPfx02JB8aElALspkOAQHlFwoxcKwQSSuwieRBdfSmmIbyK9QJAGq0EagCiG6Xqc4A7mhUe1L9pPYCXDBC6m0R3TxU4x8qCBpeEp15VXxy8U1vUouN5gVwqKBEqJ/S3SSoM4B4wBbleALYe3Xv6YCCozlXMH+EJaCMUTB8rCzPtG7mIWNO8YCSs+cOiX2ySqPwc5Wuh7KlEw/JiRJHd0FnpO0KIPmvb9L00+xXF3BkPog4wzE7hA53RERx9pESOCHzTGRrBTRIquWhTpkzxfrj4RA1YnUcgwYIi2yVlYYtMYPkplcKTtEmj4t0CXp3k1aQdBVWvKVE7taAg14UDgcB02b/WQ84B1YnxIMTRMfBKeyWIE77ifuRsUO1JcQc5BQg6QqjwEMCVzy9ftdpC7aR4HPc/eQ2eVSolhOBC+eClQzhw2BB+CGfOkZtCir+whhE2eEAY/zN67CgZSGuVa7jWxgZKy9WmohUzMtdvfNlgkPAOPxm6zb03yeDC6wZwmiVLnL07KBrT0qBLF/poHYk9xxRCZsZkqvQGNELnOKFBnkWtD9rh2eCZOcfw9S7RGb6hTQd5GADaXr16mL/ZTxQ+vejIUePaAA2uyfNAA7zEFBYB3qAdvdQIh9D7iYaunAc8kHhpjmifANwtMnCyT4aDCwOUFA3gPUhIQbS7SLlwh5RqYWWsc0AYn/mrANfpM+SRGzxMhTyzfV+PS5NnkVAKxULkuqBAMYZ2aI/xPp+tMCT7vVmtRogyMPB7xMhhYb0KjShiSN3Z1ygPFKXDWvFSk9tHVIC9hQ48/5VXKl1i4SKfk1QAAM2eeOKJ8LY3v8V8ije1R+9equ5dZOGPYhw/YZzz9Di3FMJwn9T/rLvOs8f+COTCN7169Y4d7QXsh48YKpC52KCNtk3I3kNZRSP8xf3sQRFIpcKdPXXCt5TlYe0nkRbOrMN82i9gD+fi8ium2Mg5X55LwmgoORTYhInjBLJkyEi2LZfBAIjEkKZwDQVGGyjkEc/B/24dJHnIewBSV7VLdrpViYxhp62IH2i9Q0oMeoHCMsJkGPPD5Fki94ocLT5Ht4A1On9dNOt6pLyTM2fOMA9h6BEiRra4/YNo5aplySZo6dxDvIaSw6wZRwR/m79wnouy6P+HQ4K2NcgtWnN0l3GEV5j3yTmisICB8zg6aO3BoHu8QYB39h55M1w6jWpQ9gtHAmeTqEZrGa2ESFPoEuMB7x/NrpEb5OBR8MZUHsAR4INc8ucF6m+88ebw5JOPu1CBQjgMSPRQL6Wk8CxbRWNymO96+932mlIVibzuKkBP2J1pRKSOrJUswmtILil7s279Gp8Lzmxs29LMxiSyjvxJwqKcRz7LnqKbKO6jgIIXco30JHgfbx887+IHyRN4jv/Zm+Spc4qJgCGyn6pdPJb08dsoDzt5mESewBy75Qnj3BIexlmBx4q8UQps3FZIeAU9zVioP097wuFJwrHoYr53DuML9by78NiL83keN5CWPCCncKDAD2H34UoLA/RNFHZg78iBdwhVIXNXx7ohvnJ8ZbQCTMeNneBqd3ABvPDww7/zcyMDPI+UPFs8lAKz6Gdm8uJZ57nZF87VxXJYYdiTyuE2WQLvsQ3Z+dqfiJUwtnx+hAlc7SxZh4GMt63qIx+57BTNAbuoEshCSAuO1VEHtaEI7fbyDu2PfWBIVlRTz3WqviSfq4c8A5u2a4iylME5qmxzozgpZzaKA0rVBENTaRa5XQx4xZTLJHjV60Y7gaWGZTBcVig5LzwQApiHw2pLAAthiFUEoxuI6ZDhauQew+XWflUVUIQcYArACJ4Tqmy41gsqYhin3ALiz8nzhNBBgBLOIVF7jaorqQoi5ES39isuu9IeKMK8Y8eO9uHAwkwWBrlxIHg8T6DweXPn+4C735cOKcIUpMwm4BbnQGFR4KKmoziuZpA6zwmTkkS/VBsLYCbJH2FKLsXZ8liymSmBtbNaiJBLQjdqRnpQJcahZ69IlkQQW7GQcC2FS0j2ySeVGyclBgDHCkJpI8DPkxDmUOGRjGHcjbZccWOTYMvzASQYXO3qRN2Hli3QjHuwBxdKeNirpEPL36Cdla0+B0BqI+vS+StibJJjSbyeNH6CLUs8WXhQeb7l2lsUhvtISZnboyUBhNeGXEuA+DFdz0m2smRQbg55K6SDQBospUSH99TcEYDE/aliQ8jDM4SP+B79zlCWuOXxePA82+inpmtTeBOVWxzDQ46N2yvIwidpljmmgH0sNpRTtYAukyfgfSxDqjvhuWRFEr7GkuJvhB/3qfoLjwHKZ9q0afa+UKlJAQQueWiFB5RRNDGHQta2i1eikMNDQqNke/h0dpwUK89h34G9bZwAWkiOxxhoKoHD+WW2aTf1ZWO2LPsDjwCcoQ+edfYYuiRPJ9456O9WGjpfL8lDTVgR7xEhPipuU8I+c4QRzhcI1BJ64nMIIAqHOvFZCbENyl9kneyJp0EIJJAmAZ/wN8ASa9osZYCFDPhvkYVZzpWlyll+QdXagKgeF3Xx/tBTcfmKVWGMwsFY7dAoNqKsUti8lZUMnlkGiDMrlPNEojJnCoHM+YupAAyPFn9nDUQRiPAG94BnCGe6yan4IiVG8zvtac5V3gsWNq0VaNaL8IaHkXmce0KUvFyQpc979JXeR+kRMeBzzLEEJK2WkHaahryChIU5WygJWlYQZuVs4YWjAAZ+hR/5DMoyVYxToc61Bwm0uA+j0zp6mY8Az64I1P3Zr22iA/xPtTfhnkOqGORc0Tak34C+Kgiba/nIebrhhuvCAsnlFP5FDvSVfOM8odRmzHpJo8UGhIXysvOisAcewPMDn7hJuRQP9+VFnibPw3lzLysZNoB1lCPPjuJH3gOy+FvKCeUa7IGTwMWf0IO96qs8QkK8fJ7nJ8yJXOF58Yz6mgIHLpKQnHxS5w4jFfo6VUHyi+gNyjtOSom5V4QQyd8mrYYzBYgALK1YscypDkRziGgAssbJCMLJ0Up8lgrv+HlE6RHsAS2zOE/rJFfjCDRyvTTVJJN7pPmQz0QVIcbSq8pdBHygD+iFh75BPuOpJgeTPHxASw8Zg0uWLgo3KFUBkEW60iPy8t3xpjebxjw/gBL9gmy5feobTN/lCvGyDgoG6QIBoIPfB8n7OZ9RbuJncm3JvR0i/qRwkD6TeKRoYD1T7V9oaDxi2PDws5//u3Mz0X8JlCHX+DdyBRkC7dGHABfOfNJ9gDb2YMzokfa875PxQ7sbdCDmBfxJpANjgcgLea+jx4xUxEsjGuVsID0hjojUIHo5gsAnXDvJLkcTZAxheHaRcQD/PPTb31imkOfoiUwyeC+Rxxz80FkyiabhrB28MEgeV/YJXmP9FEnRdqSXIkfwGwBvqAzrZ595XnuFHI2GL3J/mLyxjLdMnTPgRzxz7tOos4URQ7oCxiDpXugiDGzkAN5P9gk5whoNfGVIAIbBF9179ghVb3vHlaf2CrXSTZpRUhw6HpAL464jZHRUCJIXF6AXDF3UJX/dabpVWw6kOuZLGBAKw62PsOKgUhaLNUAYCUWNsCbGjTePZqwQ3YhYng97VCiDFuEhXELqHEb+nSq3OLjkN7EZJAs2y9ybKUzDJsbOw83DPFlQhOS4JgTjOygo1sHn3CRRwgHPHM/O844ZNdaInHAUnhSEPO5ghGQ61IA9DjXXdeKhwiOAIzcV1UbDqAgleprxTFhXCDs3UlT4hecBPHK9EXbLYuXEPnaARLx+dL1HUDhHQx6gowydVZItIJPNRRG5TF3ABCscQAHdsES4P8/nlgs6zFgAHBDPEs32BoV3rhoFGlzrHkzDIGGbJF9ALJ9jX8n/o5UErR7cuFOWAtfH82VvnBQ2INFAjHCPcgB5n0PnqktZiiRaYplQ/YvyxkJN+WdpzxHkKQdquwCbcx4yYOn+agL6eMY4QD3loWDvGP49qF9/tTiJrUl4fvfq0fdcui2Jw9oI03B9mJ4DRFjHLSY83y+OTYMODm+LnvybZ4WHsJzcp4gQjoQOzaA9/SMbVwWgPEqTTIEp7gtN4IsWuiZeUoAR3zui9bbXgYX/OWP8HeUByHM4lY7cSlZHIHBmuDd/dyWleIPDTj4S4AzjKuaZ7tEIGQ3cFjghN7CNzpItQNEY+nIdchdpzxB5V01zpUBYudl+eQAAIABJREFUI2N1OOeuoNbzsMbz1BomgW7oS46PDSiFo2Iov2nsQQawkSxg8DHFRHwGRYCgcYNbCWEEEYI5VdQhO5JHibUz65KqRfIfCS0xgYC+XU2yqjQXmGiPtsmAIKn+QlU+wlfk4VAU1Fq9pqAjNAKgQhf61ZHIzuxOV4lLCZIThZxC+GPU0fsKDwbeD2Sbz6zoBH3ZY+jP+sg1AqzgKUvd6vH80M+OajzCVOcRTud8iA7Ow5Hyc8K0PC8pKfrsnDyAL1JFoXOfRNcLpXwYYo68xWLfptQJh1bdp69lIa+Ke+BJ26UiIMtNyUvmZEW5ucf3ZVoEL3LHuFbKweW78AS/U4VNbihNU0l4birFRqQEY7uvQudbdG14gPNEfvH2LVsLVXe0mkDWcU77KieH6nO8ZVskO+A3ZBU8RmFETCeIXfF5+TzL+8CzQSdXxgLoxMuMQ4SHkBe8UgoLvyPjLNd0Xf5PoNqeQ32ffCwUZisXSanFk+jB85KriiKPDaNjJ/44mFuVf6I31yRv2f3K9LcUQUG3YUwQHkSPAPbhG/dmE5/BX3jiMZ7w6LTTe+wp+wIvcV1eVuA6W5wbeIs+cTwL30dn4DFxTqzC9HigiVDRmglQgucpjmfaa37lHLfRWhnLRX5wt+5d5D0nD03540rLgY+QPxhMUxRehBcoCuD69F2F3uSmA/rJL03dDNgvnp9iIZpPwxeccc7hBjlmkJ8U5LDf8HRn7TXhX3KNkYvIVPKtOPc8G/uGbOH6nAfOAPsVc+Famw7IB/fy1O/uK6o9JaJDFSnhW4rZAMvIA3Qc8gzHD/TvI/4kkhTz3uP4P0bSMX0E/YdMjTJchoP4EeOCMwsQ4j4YIqzNBSDiFbfgyMKdrSRPOG/ol/4yXqCf05oIj+r5uQ+8jMcP5wvr5xrITZxIrMU94LSvXAdvL+uBJvAqIN19byUxOIuxmlfzTPVcafIMP6EZKSZgEeQzUUfWCX1jk1+1/Bg8sr/yeSPIQtDxJpvsslwJvSY6FFgCLh3W34yEmTUpT9BheYrCWXxXCX/MxFLyIB3fnZCXhaTwtRu4yVuBcmui79Mug8/7msbVceByykeCAPxeuKe2KK0xoXd+J96bXLAIAAbdgnRpY8BzEA7EcsJrAfjikJEjhEfBiYLKReBZ8K54sK/WjMXFYaBKkr8DenDP8n3AWhr0zU8nSkuox+TN2OuG6/A9SMWL5yCBkiozDgHrSrlXfmZKyGnHoUPK990iQmsDLCV6+G9Cybh7k1DjWQjz8RmSzxkD43nvNESURcz9oC1DFZswukphBvIHYVjCSaybHEIa0Fo5mTHiPdPLEx0kaL2/fv44Uof94dCkVhY8A/zjvTHQo8pFoFUWmPkoG5llq5v7m46xGSrPzAsgQh8oXqzDQxSyxsTck1AONGVCR/oebU5O6dk9sF3XsVcNOjs0H8GzK5+yPJLET1A3vc8+OiSY0R7vp5sG61nTnqaE4Mh7FA/GNUchHJt2pr951fqQ+Yn78BzEFbUuN2PGdtXvnAPCea0EKg4r3EIVGR5p3kcRxe/RM1WWlviHEIw4zCC4uQQC46TokXDyFPk2hCEAeqK3fpLkHtdDc2N4G1rE5qucz1hFHbv1s/5Ir2iUsac8b+oHxk++68apPlMx5EVTYzqlc23oFOkS15pe/M6LtcBrkY/Zr3jWUeIwLflLrIt9OiI+tYLOhrAfORUB90k3GNb5yvooqUFjBpIY/g1gJkE8TgA5qfOEEmCuLHRhHeSy4DFBGbtsXr+nCjrWaBpmS0+8xLoSWHA+APuoF+enhscyWosefi/zCsfni3KUayT+8O+5s825wjhJa/CeiJ+TEoRmvJJMZPxa2jNCJzpdPhOEw8y3MlBsNIlmSTZaVma8ijxLa4mVdaKNvEF5PoYXaA+Ul5umg5vkxhYY/EyNSBPP5+Uba0kGFD+RD+YD7T+yx41WSS4nazjjIT4XG9tGo5fv8G/WxivJm6QLnP7BsypvOsmEJIsJV5pP9bIMQjYg28Sf6Zoo0LQ/ZmnxuccMCUTAR8hxVw1m8txTKky/WE2JHCO1hnvjbeLFLFD2kxw7PFSpyXaSq9aN2rg46UV8Kz41vSUjOavOYcr0AX/Hw8p9YT/0MUUGOBma6vuky9C7M+kdcnfxLJtWGe/S3N3007OZDzhLgF32Qesk6d0FYdkeuAE6u5KBZP+iV9pL/s7ekafHOsSNLN70ctPdjI785LxxPY9t0+/QC7kT5To0lOywqmMQOzqGHpbx88g9njvJFRHV+8Jzc9+k+5EbPmsZaExGEuPBeDZoA59zRngGipc4G0n+I4P8/MhW0cR6TPvAvsAP7t7Mcch0CpXrjiRK51m3ZLqZz/Bvt1DJvs/58Oxtpi5gnOg+6Tvm3dxZxHBMhQ1Jb5nvMswQz0MMOVcNGTlW6WFREMOwUYFHoUqCL0KYRXgjTVj+LUbRZvlQaTIBiZp0xAcIQXwLmEzwIDgJzyRlTmK/FRdMakGpQ0AnciuHGmGTmCV/aBOzJQFgRhITcxARBEdPCBRybf0elQ8PyWGMaz7LvWFELM/alNISk/hZ9BU+h5DlJ7+T8EjODbk35AexWSRCohC5zvGc8qKjc0EosIJMSSSBgDcGzwSMwysJEdZ5go3V86MEkyKAtrxgYOjNfviwiFnTsxfAakYoADOucxQr82JbSiDG8wAIEC1Qzjr0DM6F3h6rop+J5maijBHTgXViJMyr7wPW08GIgFqHPwNoSSBFOkfFhWVL8jOfbdokClBoBI0t7CypMlCrn3hKOKy8jniEDEI+KnxXsGovaXCYQi3sb7xeBI/JM8u9UQaeAQjviu5W+pmg8r+17lixo3twCJJA173TMyb+i/sQD2faTwOPDMAgEJJS4ZmScPMoMMBc1gcJMMkz8LtBswp6jqmQRLO+dFOtUXx2CqWo/UFu8jtJ4gBfCwh9n1YmfB+QznMjxBERJEJDeiZsxOomVV5BgwxwmdYoAtM5U4ZWyhEc4Im0wMmUajLcaDOTquUs/Bh5JfrxgudRPvE7XJP7ZnuSAdnU5NIAIqNj5OcoR1B4SAMrYfGIZYsVo/ZTRDA91fQZ+reUUrCxIL6zcLXSlJcTXqcvlIEQckz7iZJAIOon5xca8Xe81c1lUbPeJA/ye8n+JGCQDLICiOW8ID/ER3g2WIsFKDVi+knuLTyVFIKnMegBE58nI8BVhSJG4hPOeGbfWc4m4yEZDNwnWdoGPwqT21DL7oX8TSAuAcUEXHxOtfU+26aB5GtW/VYwciwfIwhN/IC8dpWaj2ME//4XSoQeZ9o3rpNCrhSCsU4UTFp/Ol8JsKXz6vuyR5nhw8xF81bGF+ZHPZt5LDtzSb7wt8Sbvr5aGUV9FO+bznENoI6UTd9JXg87KMQDBcMB40aPiL5AvvP8/A4/Iefga+R/5G/kOzKOcx/3PskIfmJccS7YYxswfI68X2RYZrB78oboy/3IWYUv4dOz9fej8ixxfe4LnzKTkypg7mu9YwMtrov3031YBs9Fegw8VnB8GPiJb/R56JP65J0t3cbf2VuMhPR5wGc0yqPcyxujeTnIepD3zXQuoQvny7JI93GuNfIqe86kX3kfOiZ9zOfOsrGvc2v5j56DNhiT0VHB7/nvw4/sjzV6MgLQq7qf15oZT65MzULRCQ8U6U6MaACczgj7ks6Zz52I6nGEyo/3+cRwyEAfz5f4lX0ldGkdkJ0BO2II7+KYkp7Lg9lEzzxN83SuMYBr5Kz3LNNV0I1zXDVwxCR72lKeASXR+EviBcTYmfXJ+9GjgMWKNygeFvw5EcnzS0L9mRcm8wwZAGafO2WPV/oslnkEK0kJssga6yetIwqmvFJJhwWhiVJDyXGPKGciCkNUYZkCDEHkVFrZMtA9yatjADKfw3XNuo4LEaMM+KYfHCXKetF5GZPaWMsOtQ+X6HVcdGIdOA6oeuF7/J40NlUwZ4u50+dQzlUAMiwAvCAZjX0oMhBSAwSiBRKtqag0rFAs0PC9ROZNII7y+7wHKwk0gyY/RxSQid6JUZpoX1lv6V4kAQhoSGN+UF5YQvYgcrClHGm7AX3TOCK8tsnat+DPQCnrwapIDJw8Y9DHO2brP3ock2JKipX9oprKFlQGhpKwzgO3qNQjUOP9xB9p1mfeC8GGRY9n9IT60Ou5OISAOzuL8p5ShLae3534s6aMfIRu/cy/hA6sk5APfIhQxjjASIC/8sogCS8bNXj2MJwI1crQ4b6pASU/MUZsbbPf8K0t73gCIy0jAIfvonUX+SSChiigErDlWzXgSWdPoO+Y9otxN5wLnxv4IYMTBioZPfNKqlSgF3jJYClapOle/H5Ewoe+Z3ggbMbFI+a10H0fbxw0sHdJ34XvT4o25ge+AaDl2jrL0IsX4bXDeEa0XviQcwWdOZeWB7nf45Hk3In/8aBEP5U/B2XZD5SFz5WJyxA2xpGx3vg5K297FCKQj4I/As28DCucO60Z/kE+JUvb7yW+ymQfHhwq7VMVvT342J94ADJwXHTOPSYs5kcd53lsLEZaJlkRPTZxD8zLGVDy/TOwDN+aTzJ6cFOeN8kDfrdDNPPGJC9h0hnoARtGAgHp3nkZ5Ztz/4wXC0BA62JNBuZSzkzGge8tlxOYZzRXJq/56X57mPzZ+8gb+NJABKMbwy6LNPDc6fym+yReTJ7PtBb2G37hnPIT/mDf+Q+9QKSCflv85Hf4zCoi05NJppr/dX+DesmHdG6RP8ljalqgc5DDPq815znpCWtL7qv74I3BM50OC/oF/VFz/qPhy+d8nnxuI+CyrZaBcnu1+XsGrB15yoy+xBfpOfLgDE4xFjK/A1yTieGruSAwgf0E/nknyYKCgZYZ6UlPpbNiWlj+Ah7jc1AtSvoBkw7gL36HHtAFfEILMaZQRDAddaLlbgba/LvWavmDXsoM6wTw7aDK5BnJnKaT6Bb1bPTIWw5mkTo8XlgqScckOsEgaHr0N3ob8JnwAXImjyPYt/R8ft5MNkYqRgyVZEji0+T8Sfvp59OeVfUfMT5DUel4RSFf/MoUmv8YNx/PS/5l3JEQXnojC4+U3CACq0IsInrbXssrXj6uIypxhHSBv7PfI2hL4K34p76nmaBRedR8Lj5/okP8e/73ovcNwOp4P3ed9L2a9SQbtvLTs/lRwpd/xXvnX8X7Uvxemc8W9qzcvtd8u4Ya2VOIXoShIitEcFND/0SP9H0aJudXUm6/675/Ypm4TwU8XAddat6q6/NpXU4DiGeigT8T2K4BH/n71PBhMf9V4qNivq3Ez5GOiV+Lz2k6l5kFkKdMHfzDxbx/eL5zPwtEzq5T9hLmnXL8Vv48l6VP5sVJ8iAnFnxnDW6Aw6J+4V/cMvtQOv+Vz3elcx//3pBznv9ckgN5eeA11Hk+a+RR0SnN+Kzwt7QPRfKrDj7Pydry/FD3uoppyCpq06OYPuWPmpdR5vnLyvyKpxU5XJ4P6/17BXqVnqeyt87RsLx+aAD/lDx7JTmSv3/NOdB55rkz/VPKj5V+T/wekVvSn+XPfzn+zJ+hOrYke6scX6RvxfvXxgv1XzV+IgOj6d8lepfrpvNHmk55esQrlTuCPGcpJEkrK6ZLjf4uJxdq7lv7ekV8nuGM+vcxR786SVWqR7NnrQ3ayl0FxVQBDGTgrYyq8IUqwY30eb9/RqCtLplZH5gqZZzKFKy4+X7Ccvepn3HjNUHrtV+V6Fn6ydqgLX2ikjLNMz/7U/lOden6onUUPlgJfJeupeZzlehaXonUT9OiQ1nm4xXsiuyT9fFL+UN0OkKr8v1LhVLDnjXxUOHTdT9gxqs1PNLgPa6wnMg/+f0t5oHyYLT2mY1PHwG5RYIPRWYs2jCKf0/8GoVr/MyZvOq7Sun7tchbUcKVX1UCn+nd5GWv7xkqnpNaRlcdxk+DkEx9Kyl5vw4GMp6t53Jnyn8NXW1F+d3QDah0o7IPUF6OlDoVikFLQ58k97mc3C3o5/yD5s5N/uqnB9oqrSvjswJoqw/0VwB/lRVAwwnCczo2X4zgHcUrhPdt7WUcGSNd5ZBeffxYutxSh1N93y//UJWcGOU+LaDff8TEym6cwncqKaszFZp1eYUavmf5TxYTrfbhKUXsBWVQn3SpuJychZNnmte2/MK3Grr59QvzkkNe4u6oy8tZ/xqipVhu0UXrqgNI1OFDLDpklcQ/TugzepUIuUIYouSwFw55A4Qi6zltWVSyLw19pvj0eeatQI8KhhF7XMlKbcga6nvOhoG2zBOrixWBNnsRooypOaclHoUKln4l3i3dbgpCfIeMhDXvR0FaH21qwGNDqFXuM5m3upb8qWzo1Fwl95kG8U85efha1x2/x/PXRev6ZciZ3b/St+vjy/S9ykZvw9ZlfVJOvpXuh3m7GEJE+p2Z0ZFWmZZAQD//imyVPz/p3egsqMmobNjzFn+qDv4r8/yloKrGS1j3vevioRp5UR40mh6SfRiENgs57wWP2Gt55uLvnJH2qctZVRLJrLmrwsANA211PdyZMt2ZA7dyFl0lZcGTFH+e9dcOh9blLs+7SytaS2dggTZU0JUVTA2VVtDBGpuwYGTm9PN0WJnwcrGUKGHjIk9AFCB+oZCzLxaHJWOOQEPClHk/Ydrv01m7P5sDCqXfTeuodE3vU7ZZpfyW/06NfRfhVRH/ncZ+JboVXzvSK75iGLEs/bLMrYIfxnselW62HfWGncvJYe9oLf6p7LGslZ5QYJdKnuFS6teAtqgE8caVD3em8Eo+fGrPdk5o15y1lAaRD2cWh01Kr1OzsnzYOp+eUX8Yv5ynMNI5KdXEL7XD8HXdvzbP1oDQ/D7y74q7VbKvTofIlB4/2YkI+l+7DD9d9j+d812/py/prrrDoHWl16S8poavq0Y+JkBVjk8bFq4t5i/TMr8XWbpQ6dryn4ugraERhtLPceWY11WXcVYZvxWf30p0rry+TOqVCS8n+qXznufb+MzFcq/h+1f5k5XkfN1/Lz3XJec+0095+lb1Hz4pM9YrYMZyVkTRuotBW/LclB7k2h6tRLjXfuCjmqpRUvllOREw7zElaTL7QC1lXCKMSpVQLaWUPv8ad7ro/mXQdkNBW7x9+fBq/YGJtPgI3Ipz+hr2YA3z8iREUSvQVHSTYuc1wqhk/5LnO9vHdNVIqwhATj/SEa3kSooj8U+d1MjAZ+n6898pD0LjE+ApLNrvhmqxzAtVemq9jqLczvLKv/SZ6gKd6bPlRHZ6r66c0LzQLVVG8XHr8uSn99OdEmiLOYVx32ss6LxwLuVry6YS46QG70ZPiO+WXddpGznLvAi0JfCSLas+pdWwExU/1VAV6tOfid9SsF7pfqnsIvM7OO2lolIpkwtcm77xTqcns2qcU6WeodOhU7xxZadBfVyVv1fDQNJrk5P1PdNrzcnMn/PI1/k7RbpkfuTcGzXnx+Tz3jWU40qdG8X6t6HGdl7/1XgCK+ee1wXaCp62kvBoE71BP8WUs5sHA47OZMI9yY/yubl17Vziuxr84ksWchTLG2/cu04nZAO+H0FbQ/yPZU9mfhPzXuJk+dY8dE1CYTlCvHbgVg5qmhHKgM0KsDSefb5S3+kqeb9SRLUuZF3rFnWErRq2nDqEbj0WUJ3StoHgwZa6+Kc0VyfRtGYfCj6ehkn4cvcvw6cpvJAHbXUeiqJNzh24erNvcruBhycTEtzrtPa7cJnIcXnw2aBDj7wpFH7EixV7FEqVWHkPVgob1AYl9XuK8sqwoV6WciLGtCvh/9qJwOkz+VBM3fKirnMJvYqURo7P4j9Vy5W7QClfl5UTJUZfHuzlQU5Z4y/jh1qe4pxHq+h6JUKhNmhLBULlC6tqg7voKaktl8pLw3JGQvIUNRRuFgo6spuerrKvZHRXMrZLwXepkfDaPCQNk86VPpV3YpS7f8Xv5c57/nuJr/PfA6BbDheFYLO80ZJc9PqMjkrvn67OLH2uUvlXF73KGdGF46t/FIOxhoG2eL8o0erTG8X3rw3aojCu4GzIOx3yzqQa/BjvXxdoy+R+Vb98TltZr099YYv4vjcv+75JUMoUOSVXSDA2Q50Z85f7drxm7XXXWPXpWzWhltcSXqvJpyr1Nta4rWt7MErX1RAlm3/K8pZl+UN1BmGbBoK2FOZMFlN+pUX7kL9eYdNrP0vNx+rju+I9zO9ffUK49hprF9qUV07pm8VGSV2HvSHcXadnLAmBnIexBqTV9iXUCOga3s6vwfQtwyyFKr1SIZL9XnQNLlHPgzX0XNeyrUoTikuEahKMdd2+0r3TvcoJ/3y4vog/Sm5UUU40QOKnVj/pZ1741QZtFSR7hQcvbGlWhRmVRy7hOltffuvromVhX+rZyHROinI+G4gASkVCA0hYxLoFUiSPSva8Zemcnj/PX9kFTve+hc8XEH1lb18lPs3LxnLhxbq+V269fL7WWSp48fPry6cXRFlQn7ys9H5c4+k/e/GzFTsdKj43z1dG7hRwB7mVOR91Q8Oj5eSa71MKvkoiPHXJn/q+X0TPhoC87LmTnqgBbRU9Pg0AGZmASA9SYwnFWDevgmVRgdHzlkdtguTXUIYBC1+oSbjMg7Z4y9jSoZi5yyTRNhSspHvWAUDiR3Iepuz3AqIu557KrlsLhBRpmmJlXZrMWnyo67Ygah4j0jU+fnmFX2tfigR6supKPxWvZXe1r5w8GeUPe2XQVkk4FPPn6dgANa75vMDLGSG5R6kBKaXPeQZe4iw0WMRytfKD0p1Lniw7r7XTEEoswBJ+riXYa6HTuinY0OPRUNBWIHGlC5deqKELyC5cevoqPT/eS/N/CfvmPQH5t9J1UiHOaS6rcKlahTT1XaiEHoWPn+4+5+RMrXNdkAP6R72gLVLodPe7QL/TObDlFtrAv53u+hp0WQBPdoYb9Pm8PMk7Fsrseb3ntOSGFY9PxtE1rUiyMGoGFioZKw15npqz8dqBW2l4vtJ9k4e71Fisr3qzPrFSOTxf605ll1b3p/LvVmL0+szfBKBqaHzGhQhuvKmGoK9qzEwaG1FofJs1c6TjM001+azHG9Fgk+ajfsWxLlWMc+I3msai4NVY0Q0BhbTcddzNOmn6KMGajZ2iER+NE1MDP5rttVKTR3d31qQEmhpyWJsxGUFDZ91kkXE3NJxMzfiy8S8Ms/aLdt96uclf1iXeTflSE1buL/rFpq6xIZ+bDbv7cQYD3HAwXodmgMzsS+NZ3KCPEStq3pcan7rhIF+lUzhr1GPTNZyxOcf1Rhx/RHNh3B6xaSrDe9P4jSgxUzPVfHgLUEpz0Hht7w+giYaeukdshklbTizybJpB1qg1lZDHTvyxG326Z3wuXYk9y+hV3yEvNb7r+3zj+40U+EtQoKJn7C9x8cZrNFLg/xIK/J+Uv6lxcmoamxoxpya0btyvqUlpmgr6Dn2SJtWkZuY0kc5P6EmkdbNfJikAQGmanDCHmirHcWOxKbwnQmTzTNNaUkNqN/fWe2k0Gjo7TSXJN342BkG/Zs3B079To/a0ppohADWNyvlM8fsRJ/B6rZCtHHudMWhLIyDoTO6xOVngJG4YQCYbf5TNmXQHbzrH05ObsR4CZwvmzQyMnV+xamO4ZepttA72iBKGkTN4nG7IJ7POx2d5ggIAgyuogklA5Bhdqg02yDWKXZKPqJOyRx6xyeqkfffb3hyuvOqK8M773u81QkS6ObfQGqZcOjm8+73vCXe8+c1+z/NKGYvF6BGPEYhM4xFA6nbt9Xv8iH56vlkcLcI4kKMaKB1Baewy7ukFdHjOxpiYgT1EFkAa15xnlCbMiFOn7y996UvhwV/8IixYvNzgjQkDzejInbqje6wKnd3jCK0T2WxJD6yhQ7knWLBOxhPFLvnMqoszCLke8/VYu64j5l+ycJY5a/OWneGa667TvsR9O1vgjMkEZzFWis7bLvFnRh4HiN7wJdWj/5cIscZlNlKgkQKNFGikwJlRADeDp/PIgE+zjNF/DIpPoMz6iCky2ei3BN4SoEGf8h6jD9FpaXRcmrCQpjWx0vzINk9Iyk0myQO+BMry0x64DrosjZZLU57SbOkE8PIUSRMXSqmUJoKkaUVpclCa2pTukY/4lQNu9fnZ/o+AtrRYj5nQ5jD3LBEGsBJRdxz2mxBzRMFxnBLvzZv7Ymiq1S9asjLc8da7NLstlgJ7k5h96dEhms2mMS/H8ZgBhBhlI5RhLxhz2QAmjLERQPN1GeDLPQRmZr34fDin5Vlh0aIl4U1vuUvjHgEkccDtS9Nf0AiVJuHlzTvCdTfc4KHraX1xPFd8Ll6MtzisobwMf8UqaK55q7znMTcCX4y9SLkKcVB1zZbEURhxRJeHRGvWolF/tl57sfT9YYP6h5//7Eemy733vS+8MHNuNlA6uvhw5nFPmBVQaCbJ5iJC7wgAI60BasljmGYq+vOAaeiVZo/qQEEjxkqu37g13HjzzVprtGBOygPZUgPKDwmM4p08pf3wPEMDwPh746uRAo0UaKRAIwX+36MA+iR5rAzepC/SOKaHHnoofO5znwvf+ta3wuWXX25s8MJzz4Tx48dbD06bNi1c+bprDPoeeeSR8LOf/Szccsst4U1velP405/+FB599NGwePHi8MQTT4T+/fv7c3/7t38rPb4oXHbZZeG+++4Le/bsKYxIu+mmmwwWn3766dChQ4fQpUuXcOWVV4avfvWr4Y1vfGN4/vnnw5133hn+9V//NZx77rnhk5/8ZPj0pz/tTevbt2+4/fbbw5e//OVw3nnnhYEDB4ZRo0aF73znO77vZz7zmfCDH/wgbNq0yd/793//9/CBD3wgfPaznw3veMc7wjPPPBM6duwYXnzxxTB58uQwZMiQ8L3vfc9OkfoyHk6Xa87Y05bQ7zF5ddIMMs/c0uvoUQ2fxyMkb1rL5q2yv6XBudHLBDhwxCZ7AAAgAElEQVSZXz2Tmdlh9er14ebb3hSqGBotINJSw53jYHO8U0LgAkpNPc80DqbHm2WUnIUMAViCKUbjhzW8HiYBCS+aN8PVjdXV88Ld9747vMocTQEaXgurZ3i22hZ5mK674UZ77RyDzV5gLcBaYQAvoVA8bfY6RddoRP9aWzZQOs4GZUh6vIhHRQLospAsAPT4MYFBhgmnXEIGhgskjRo2OPzkJz9wSPPed707vDR7fgb2ALACbPZeRu9iM4FG6O4BwR7aq+diXl1uKLc9cYRZRUeun2a41sxPA4udMo3YtnUbNoVb5e1k+Hyc5RbXTRC7CfPa0jPjk7SH8S/PlKfLxI2fb6RAIwUaKdBIgb8OBVIo0lE0pUIlb9gvFCn6whe+YFDz8Y9/PFx77bVh6q23GGzdcccdYdu2bWHl6rV28gwbNiw8+eSToU2bNv793/7t38Lb3/52PxDXGz58eNi/f3/4xCc+YbDEZ775zW9Kp1eHX/7ylwXgOGXKFIM2wNff/d3fWRe2a9fO9/75z38err/++vDYY4/5b7feemv40Y9+VMAtgLEvfvGLmcMj5ipfcMEF4WY5MX7605/6HmluNbr2ne98Z/jhD3+Y6fgmfkYAIvr4Pe95T3jggQcKGOAvCdzOGLQ5ZAZwSUNQM88UGwjYQelTin3iKJ6m6GFjE1K4DqSweMHs0ERvL1+5Ktz+lrc5T8puUjFAc4Eyhhu/KtDGQOAqhgiDgkgzE7jy4FsDI90PrHUiMs1xgQny1FjCEl0fD9iihQvDW++6R6HWCNgAX4v0HkBk86atAm3XC+DEQeMReMmrBDiUN8yh3GwYc4pcR29aHDBL6JFnZcMAk8KXBZDmWLdo4EG05PVpzS1atHGMvXnm7SJvjWeYOHZU+J//4797s+9TyHb2nAX6PC5jhXJbaEiucgM8+Ftg7CghWA/izfYAz2DuZbe0aHRUgI6h1sljCO2dUygwZ+AFsGUP9N11G14Jt9z6hnBEYJD7UDbuw6j1QGpo1ZQ1i7ZxBjBr+esIi8a7NlKgkQKNFGikwF+PAhTBpXBmPqyJof+rX/0q/MPff9p6s0ePHvaiETp9//vfH/74xz+GqVOnhttuuy38/ve/t2cKbxpADY8Zf5s+fXr47ne/G9auXRsGDx5s/fWxj30svPe977UT5dvf/nb42w9/tDA0Hipcc8014fHHHw8jR460F+7qq68Of/jDH6zLAHT8/PGPf2yCvVnpUL/4jwetk3l96lOfMujixfXxsn34wx/2fQCAPXv2DEuWLDHgwxu4e/fugDexW7du9tLhKdy8ebO//8EPftCgEodTXa/XojvPGLSR1G6A4/yoWC16/PhRgRHlVCmU2apVizBx4kS7KYlZ79y5O0yf8VKYM6darsz9ep6TCo/OCDzauvWbwvd/+L/C5MsuN5hYMG9++P3DvwkHDh000GHTrr/h6thQU3R+4vE/C7jFvDE8XaNHDg+dL7rQNPrDnx4LAwYNCn169Axf+sLnBN5Oho3r1oVvPSAvFjltAj3NBD6+9IV/NPjYe+Bw+MLnhbL1971C9C+88ALB13BKBQO4SS+55BIzHgh/xowZRutHnKemMCKAUogRr17btm39rJMnXypw09xu04ce/pXv0aFDe7mJrwgTJkzQCpqG5cuXh3nVc+RNm2WQd8WVl4WB/fuFD7zvXc4MfOC73w/LVq0JTZu39D13bNuikGxTA8Px4yaEFq1a26e5Z88+v89asAbYBwAs9CI/bsCAfmHSpEm2ZqDbs88873UdOHBA4BZv3yl7O8Fg67UH1994k8PRANUWuh/Mbu+gVjXtz8+EAQP7h8/+w2fCvHlzZZl8pRG0/fVkZuOdGynQSIFGCvzVKEARW8ofYxEpQZ+fv/71r6Vf/yns27cvfP7zn3e4E12Cp4yw5IIFCwzSAHFjxowxuHrf+94X/vM//zN8/etfD/fcc4+vh9OgX79+BlKEKe+++26nFv393/99uP+r/2KdnIoRrrrqqvDUU08VigkIde7YscPhUTxyvXv3FgbZaUDHdX72458UomUAMzxt3JMwKp5CsAUeNNYD+ES/792712saMGCAQRwv3vv+97/vZ+HfH/nIRxyGPVlpZnu2Y38V0EbCvisi5bXhQagSgaB4uPr16W03Z8uW8sZokfyfnDKUErz//R8N059/Wl6euW7xxvNRQwoQiUFQeXX0/1e/+q3wo5/8WEUALcKsmdN1r/j+0GHjBasEwKgu0Q2/ev+Xwg3XXOFw54Aho8KntalvfuPt8tbh6LLry6CM68ZCBPmJXA8Q+3RxzVdVRLp+/QYh56nasBPhoV89pHh3T5OY67qQ1IAoaNPvCQsXLFXe2FE989lh6m1vMCJnfYAjgNqMGdXh3e9+d/js//cZuWNvMZ2E8fyZuNkKI+sPEyZMklt3WmjTupUAb3YDCgwyOtz3rvcK6M4Jb77zjvDpT33c36Nwk2dZs25jmPqG21140EohZTOwvgl4/s53vq2Dcqkjvvyfv/fXv/lA+IHcu9Bgwdw5AmnyOG7eFq6+9jqDNBh2+vPPhdatW/peP/mPh8JX7v+X8IUvfj506dQx3C96L1++uiic/FeTHo03bqRAIwUaKdBIgf9fKYCuqamkZLRZdK7wP+CL8OiuXbscIsXD9U+f+2z4zW9+Y6fBoUOH7MnCI/WVr3zFOWjkneHhmj17tr1WeM3IJcPLBRjCG3bRRRc5tAr4e9tdAl7ycJFrDngEtAEOu3fv7rw3PvfnP/85XHHFFaFr1652HOG9Y80ARsKeLlxU1Iv8tPvvv9+fxUmDA4T1oHe5F9/52te+Fj70oQ/ZywYY/ePv/1AI1z777LMqHFxkpwrXZt2pi0TalNcC0ko39Iw9bW4MCJrJ8srI6yLcRr7WwoVzjK4MwARyDh9+VURr7jUcOHzK3p+zqk6E6rkvKcgWkdRR/di9X59TlWZLFX+CbYRFnBxPEuC86rkFUDRy5DhdnFAoXz4ZvvOtb4SrLptkcDVs1ITwN0pavPfutxgQxtwxQRlysIiuZoDNLTa0Qn7H1cSPZctWhbe85c1GypMnjS8AzYMHjwrAUOcavw8oGzc2bm6HDheExx5/1K000gvg9tJL1eHBB38evvHNf/Z1WKoBF3TJ/t9/8NUwfuLk8OxzT4f2bdvYW+nWJvqsUt9MwHerKGHlypXh2aef9OWdc5atd8OGlwXa3uh1NJd3D+8ah+Ztqpj95Cc/5vvGe8eLJeDMs06deqeuuzwsXVjtv69d93J4/etfb9D24IMPhv4CrDBa9fyl4a3vuNtMOG7cuDB86BABzXHh3nvfEzs554ouSpms8fdGCjRSoJECjRT4r0cBojHondRK4yRRJwoCcZBkBXwpf9q5b3q/SqEypzDJ2RPzpenjKWWGM0YtvjzjFm+Ffic96Ygidui140qN4vea90m3igCxVP+kAsmUc46XDlDHK+V28176HO8BIt1xAi3JurKwaVorP1NFq4suaO3lDhDxs1XyxOSfOd6rJnfoLwHYvLYzHRgPGPNmyCvlBETlTxFuu17emi9/WaFH3eTJJ/8cPvHpTzkv65xz2wrFTgmvu+qa8PFPfNRhzXnVs8PZ2qfNr2wNN099kwDdIYG2ZnJLfjS89Y7b7NVaKo/OnW+5M8yeNVP5WeRihTBk2FiDNlyQrOGf7/9yuPaaS/35ocPHhItUzdFBiYQP/lzVmEJZ6xQe/fRnPmtvHoUCeKJ+9eDPtPbjYeeuAwJ5H3JVJvlpq1atDAvmywNosBPCPXe9U+7chUbRX/vGNwQ4dW+9Hnjgh0bu3/veAwqJjvNn581bGD7y4Y/bwiD+/e1vf1OJlIP83kc/+jHRY5orP0H+11x3ratj1gl4UcEyaviQ8A+fUUWLQPDnv/jlsGDJMsPKDevWh/vuvUf/v8P3nfb08+GFGS/qGY6F/QcPhMf++ETGbFkLEjHkQuWpJe/mZ2XhkCfQssU54a673hHe+557Taet23aH6665OiycP1vFESfCtu07nbR5/1f/WUmbr/P+zaleFO6SV1G9SwpM2JjT9l9PADc+USMFGinQSIHToUDxCLTaA9ESeHMnAunZpnIGoKvxjNGVgL8fde55U+WsU8ggICXQ5q4RQm7q8yCdrJ5uav31qsBbM4G39Hf3bctAWAqjJpDmrhLZK/VxTb/nQ7gxSheLABOITG0+UkEFf2eteON4uS9rVozoZvFZ/nvqkEFXhrSufMuPdP+46viqgXQNp/oZg7Ym5Dq5b1m8KcqcpPc773ijYs4fs9J/29vuCvMWLojhU7nFImKNYM85bQJthEEJtd1y2x3qNqF8KhLktVmLBJx47dp7IEyRu3PuS+rpplAkr6HDo6eNFiEQ8qtf/pLAIMmGIQwfqdCpoC3B0Pnz5MkTpebKS3fXO+8TYgf0CdwIMC6eP8vtRTa/sjNcdfU1zgszU+iB5mpdkH/e/AXh7rfjZYpuNDZp/sK59h7Oq17oKhLi37379LSnbfCQ4W7pkRD6Qw/9SoCsh787avQYI3NXj1LNqWelYIIcNwDshHGjww/+x/dcQPCOd94bZlWrelRrpQoUt+w9d93p69z0+jcahFJ2a2tBHkSKMqhucck1OYF6Nq9X6xwzdkwsPtDnYKTvf+8H4W/+5m/slWPPFsybIw9mVdiwcVOYOXNWmHr7rfYIHti3P0y69JLQVC1UjshKcg87V5XGdi2NfdoaftgaP9lIgUYKNFLgvxIFSmFa6YSP1GgXDxYeuTi0Kup+6yNhhVR9mnRrAkv53xP4S01uk/eO6wIAKXDAm5aunRrw8rMAsLKiSRfoZXoyXTf1VUuet9QtInV8cI9WWnQ5fz5iGAPDrG9qep7mLVs4x45X/G5JcWDJ5v9VQBuFCLyoHo3906KrsE+vHuHhhx4sIMk/Pvonl+cuXLAkLF261B4bgxeBhsUKzfFoixctD3e+/R5XirZsLmCnqs35c2f7+rv3CbRdfqlBm6saBbxGAMwEZtzXTdf61te/JtA2yR6kwfK0EeKDqAsFXgCFCxcuDm8R+DpJjze3tDgR5s9+wa06Nr68TdWjNxuUxAa1avprwHgqzJo1J3zuv/2jgFasMqHo4HeP/NZVlHNU3fmud73LSY59+nT3+4C2Zk1bFqY+fPObX1esfYrfO3DwUHj44YfD3Dnz1eJkdVi9dk10q56EeYNA25jwg+//d8dp73uv+rTNmOVWGzDeF/7pH8Ntt97gvLQ33HZn/G7mhnYTYI5Ezj09b548cVn+3JChI2Nj3SaxOTANjHnhVWzRrIly2l7yXh3WZAu7iHW5o0dPhUsnT/JEhkOHFbjWOkyfbJ8pvKCfW+OrkQKNFGikQCMF/t+jQG3fWjENnMMtfQPAIUpl4ObOEnEiQWz2HkOl6TOxl2mM3KVXHqwlEMY1ErhKba74fAqZ5leSQFVq2VHTqqvYW5fCm6wVMJjAXL57RFEOH3n4WZg3/T09jz18ETJUfP1VQBstP7zobFnZJCdXeP7hkd8pYf3CrDVEzAPDE3Xo0DEl/H01/Pa3Dxsc4GmjT9uK5WvCm956t1tUnDimjv266JJF1QZYew8cDJdMmRzmz1EoVYCDvK9h8rQdxctGPzdt8r985f5ww7VTHCMfPHys+5PhZlqIp01/o2L1nne/35WoJxhEKmC2XJMAWPu69ZvV6kLFB9kIrSq5aOfL+1QgKiBPn3MxAv+OfXcNQu+66y6Dtn79ekav1ujxYiY8UXFaAZs4Z850v5dy1bgW2GmfKjgpUz5MBYReY0eOUO8YJTDqs+9457vCrLnzY+WmPkzlzFvvuNW2yutvfYtCqusLrtkTx46rhPkOxfybuDqG5oTVmjQBCf53e+ceZWVVhvENDGARGmikkoaA2VomjCEJ6SgZEmhKZqQly1aRFwhxVS41r9U/paDmKmq1KmnZKu8pJl5aXeRiBjPIgNwqHVMhbhWKCs4F6v29+3sOew7iNJzjSnQfHWfmnO/sb3/vt8f9nOd93+fh+KEWD4r5XOyPOgAaL+w1FwVue9VkUYw5RNLEPvlwjUyHbp5vXWvpZJ94t9D9He80Sy7qEIiFBaF4/u33v6p8xTkCOQI5AjkCHYE2lU05QUMGqKgL43eBLkVRLJfq01x3tCCDlP6ExZIlZKqdyhiMnzJsAnBi8lzftHBm0jkE5pwIIhNor4sdVNqUceT2oDnxXBwjMnli4Xhe6VIHpVaG9XqP/wtoaysQMUybLq67iePSiMBT1GGNH3+6qwWrYxIQZunrMOGsiWHl6pVhqTFa3Q0X/MVA2yfP+Kx1ib4j6rHBhC1Z5ONu+Odm62ocHRqsjquHe3eSajzWJT8AJQRq+ozrwtjRJ5YaEZrxy7TAugaZHbR8+YowwRwR8B/dYQCmqwGzFUuMjbLjNr/wShh10hivH+NG9OjZJdQ3IINRVIVBTiVMZ4vLnHS1+rUV3ily7+z7rMPlUD93bS0pUJjCeLtq7GJhtG666UbXj+nTZz8HpDzUBTrEWEMeI46x9OiPf+g/nz95ijFti10fLfqgGsAy7bquIPjtICdaKOInBRpOn7BrYdymprWugdNooK0gQq154AT/ZAMo1SJ2ihkezRizVdY0ovo9xqPRgfv3xS9MslTwcpdJQZTYaEE/n3ejks/fo6z8667j/GKOQI5AjkCOwF4QgY7So7oEgFC0lbQdx35OmTGBHPYlnhcbJ3ZL6VIxWIA7JELo6vQyp6IRQLZZabOAXlPTgVKjzEt6rMwLUMbvjFFK3RbHoCG3evVqn5vOoXSpbKwYTw0RzuKhKevzqv5NrEJNW0SvPTGNNxRMAJzqNOYHGQ5qq6Kt0o5w4IEHhktMHG/c2JMNKJjO2u//GL5mzQZPLrP0qF3cylVPh89bwX8LnpYI2hpwW2G1Y9RqvWw+pCOPG2HK/Us8Ctic1x49wlk57/+0AN14w3QDbSd4N+ORQ4cZqojisEuXWIrRsM3Klas8/brN5kbNmXlehRXmBICN+rPPbzRJjk9bzV3UfOvSta3EtNU3LA6Xff2KkpCv2zd1a/PrbG3Z4dd92x3WafmBgT632qOHmwyIVam5/2dMNyLQSxyoletmzNmgwwZ7A0O/fvtFgHbhNKslezwcU1trKss/ccD01UsuC4/8bq6nR11smIJIAJu3VQPX7MtiBWAjZfvE4scdQjU985yDtiXGYEZz+8i08R6vLSgWqC9WatMsRkqPMsDUqReH78+82efV2rzdmiXGhfUbN4VuuFoUdX2tLnxsc0mrKqu/PvOIOQI5AjkCOQJv0gh0BNoEgEp1arbf9OvXz7XO0DwjK0RDHvXZAwcO9JIhvvM7EiAoRuBKwHHsVzTJ0biH8gQpzD/84VFn3pDgUGYLYVuUD9gDkRxDqw3SaOnSpS4FwvgLFy4MdXV1LimC7AhKEbgx1Nr+izMD8+Vc2Gih7YbLAtZXyHxwHqRF6uvrnYxBew6xYKyz0JPjPVh1zZ0/z5oX0MOo7qNi0Make/XqZTVPsfiuqzFfNV6jFcEPbAyAhY5PkGhvC8yCBfMcaPxx3mPhIpPlaLQ0JEzbylVN4TNnT7TuTvMwNVFX0naNDZbaNHJn079fDCd+7ITw2NxHQ+/evW28mjC0Fp22WIgPE3Xddd8JJ5tALaDqyCGAtkhneaOD/bjJOiNPPuV0Z4z+s4PcoIE2s7EC2RgmDCNH1BkIociQzF+zzwtQtHnzi2HMSeNsJHNI8Fz81jDoiAG+wOxoR+hoz7z//YdYJ6ulR4+xLlKrUSNFGs1oo3sAWme0CLuunbF9gwcOMgHCXzkav37G91wapNZQ/S9uvcXn/cCcR8Kl37gmsomkZQ241ZDa9OuKdQGGDu1fa4m2btsGYwYhA5ueecqtN1YsX1VaLUOOGu5z0yePZU82hO9ed0O4+9f3m8n91qIhI1ht33pXrp5w1tkmF/I1Z+5eMqmTkccdb/fF4G0hZtzN3Si4ruw9Wt0/yTxajkCOQI7A3h0BnBJ4xK7RaCkJucF3dNB++/CD4ZxzzjEpqSed2HjqqadMPmqSN/QBntatW+dlR9hMjR071sXssZ1in2Xfw5EAYDb+k6e5Fhvi8v379w9r1pj8lYE1hH1HjRrlYKtv374uJA+4w7sU1wPEbyWYi5Dubbfd5p6h6LKhyfbcc8+5Hyp7LnpvCNNDsvA780CJAfCG/BXgDRcHxscF4oqrr3LNN5576KFHXvdG7okMSMWgDTAS873dS8WFAIPaIUPDjBnXhwfuvy88Yc0ELTAzhpRJJX505Ec8CTnr1l+GG0xpmNoxwMbqVc+ECZ+b6OAiFsjXGAP051JNG8FDoPbbVmcF0Nm08YUw6fzzHJXTkvvjH800V4SjvKZtiKUopR/WUL8o7GMoEVJo7YbNYfZv5oR7zGlh/T+eD/Mf/X3oa9povGfLltZw+x13Oahcumyxgb1Y78bjrtvvszqx3/oCuPLKb4R3798rLHtyZfjSpC+7/ty9994TDh88wOVlams/srN2zBYtNhjvNR03ukix5CA+Bx3U31wFrrZPD5EJ++zZ54ZVJsw34NBDwv33z3aQ5/pojX8xcDvXfNNudy9XVTYC5M49d2IYdcLx3mW7777vCh80NwUA6LJlja4mPW/eAgPJvT1WixYt9k8dvQzw4ot2uNXf8Vi1usn/eBobHvff165dH8aMG2tMZI2b4h75oSO8KG7u/D+HKVOnxeYOumIsYrFoMxGm27v/P5NnnyOQI5AjkCNQhQgItKlRjiH1MwBo9OjRXjMNI4UVFHXdADIYNIR32ZNgvGDJ2N+V3uT1DRs2uNguornjxnzCPUmxvDr44IOdmcPXFGFfmDQM3GHKODckC6/hQcrvMGS4J2BBNXv2bAeUGM7jW8ocAIoATsTxAZayv9IYgEeYuXoTpj/NfMv3MWH8u++4M0y9eJr7jp5yyikG/B5684E23QyfmXdxxq85hkTf1/897SqeqFvnIWV+kG2z0YeNjfVee/XXvzaZ3YQV0xvL5u27dH5aepTH5s0vO3Kmigr7JDUF8Nqrr243lBsLzoAQpOyGkh4l8WdBnzjx8+GKy79uDQixLo3XJ0+eZuj8T2HksSPMfuIH7QJ7000/NIR/izscXHvNlV53pnq2KFUSHQ9arZt0xEePsxTp9nDvffeEwYMO8W7N2tphJWNZwOSCBY+664AeqSsBz215ucVRvi9qY85YVEcd9cGiWi2+q65uTNjy0gulvHlXqy272uZ25hmnlrTY1Ogw/lNnWl1bk+u+3X33nSU5FsYhzl4/ye2yr+OPP8kXKjZWXOeaNf8ww/gzSp+Knli80I/l1l111bfDAw8+XLRQx2jT0JAfOQI5AjkCOQI5AuURUL2auj95nX1u+PDh7noACJs/f76TDLBqmLbjjoCdFbZQM2bMcFYMWS3So2SuIBOGDRvmaVL0YElxIocFsCLNyfEcQ5p05syZ7jGKxtqsWbMctHEenBpIqUKowKzB2pGdIhU7ffr0MGDAAGf4sNoCnC1atMjZNs5BahfjeawuAYTvPejA8NCcB8PRwz4cZhsZdMHkC30ejAdbV+1HxUybOj5QQoYupC0A7a9ZP7vFiu6HeGqTR5vJR9T0iGjh6aZnTeH/grDpX//0LslGE3YFFfzt6b+HsyacbZ2UW8O73tnb5UAaTYoCsNW8rTUcV2fyEwaU3ndofxv/5xasvo48HDfY+yme32H/WVjfEKaYXAbdozXGSCHeN3XKV0wg9gsuJcLxk7402URjrebLUqWAlGlTLwr7H7Cf14B9f+aPws9+8lNnuiZfcGGYPOU8B4mAnOJUxgoanXve+WGL6ceR/4aOPeywgx3QHW1uDCpyJId+szk1DB54aKkpANAEeAI8PvbYQl80EuxTtykLB/spW6P+qKv7uC+W9MHCG3/62Aja7D+vmCzH5ZdeFuaZ9RTXhfjgaaeeHq755tVef0bHq0DturUbwlcummqWXc/7Qly+PAJh9OpGjz7JP3Xw6YY6xIcfnlPqeh01aoz7tvnD2Lhc01btP8k8Xo5AjkCOwFsjAmp6036o2jYJ3qq0CZJGP0uDLXU1ULOA6tZkTu8KBmz/hTMC46u2Xh2r7GVyO/D6e/td3aDqaE2jrS7SVJdNXaNiCzVHCCZJlKQdqRL3lWRINe9mxaCNGqfYiBAn32ZpULpH6dqMaUBzJbDUIIrGL299yQ3jN5rxuXdVUOdmwKC3FSTaO8K2lm1hO4rI1jXQ+qoJzlpKs8++fbzDcYeBNV7H5gI7C4zc+xt4O8h8yOimbDPgsc5o0w2WC7e+1dDD0ngU2aNbVtPTcpDUsRnF19tM1tHBaGtuCVsNHDJP5tFiSHw/cy/oYWNhGM+8unhxG76kXQx0DQx9DIU3m3YL51lvvmi87g0B9kUensYLbhZ0rRYXMdi27ZXQ74ADPBbU//U0M9QtpjtH3pzCxi6WWpZujBajfqf4kefQjFFXjIAdjCZeajK2f8HG6knzgx2/D40htDdbvIjnIKOT97dCSa5r3cZ1Yc2zazxu0sujKJRPI4xNGjZd+PqEQ6cOzzOXuGitBUQtwdVclXmsHIEcgRyBHIG9PgLqqBQA0wW55aKBJ3dEsJ/Zx6TVlqobCAhxnDpO5V6Qgi+BKcl1pOdNHRFKorgJ0JPcB/sfTB4PMYPqKBUIE1jTHqzz7ewmjdZY0qTT/Kt5IysGbQBdZ4laDCAYjYPIKw0IHjQaEYo2Xr8RaJbZP63GoEUbqeg9pqAq8OV6LbFwP1J2gAZ+Jrj8zE2A3cIiS8cIPcfv0WkAcAKokqCf0HkszEdnZR//DjChnq57d0RoEQIE2Bjws/nynfMAluQpxvgai+9xwcWWZv3OOXi+uXmb3UysO+w1+xdQWXIwKObJ+XRecXvMC5CLEwTnpQEgnpkpwkMAAAXHSURBVNfYNEe/zCnaVwGkJBCo9mTOz6ICTOv6eH9ccIWEh2vK7XxvHAORQzlYxPjGP574nC/gouC0mosyj5UjkCOQI5AjsPdHIAVrAjxcFaAGkJRaQgngsKcJXOlngbCde2wEcZIBEaOl/TTVU5NURyrsq/dGkqLF9zXICZ0n7qtxP1cDhdjC2FxYYJyCnNIeyxi8lqaFq30XKwZttPxKgwUfTPTauHBAQi+zdHD1/eLhXmEYwhpikcirXuOi9cVzKUUqMEcAJaPR/gZH1kfvSwX83MjKQNIOXjdQoqBqMUValSDzborrI7gD1ADeBIboBI1GuLBrgK1IsfrcXFbDrqsAqVpoKSqPLFl8H6AM5pF4iD2j8D+meeM4rS1t3hGKHyjf+b3NwFpPA5ctNi8dr/mT+GR+zJM/BNHEYvwEwiIzyLXExhFfYEXsOG9qIeLNEIWum+6jx71ws/Br96RxfuQI5AjkCOQI5Ai0j4BIGzkg8D3NGHF0uqdHEiWCNr0GuBNJwGvsu9SKy7ZKZIJSpOpYFbgSaaL9WGK4Al7aBzmHgJ1AoMCXGLV0Txc5Us4ipmndN2V6dLtRbQCRyAYhpRFF9JTnRfKDiW+zdCSBVvoPiOVotwB5ymcraEK8uugUvZZToCmFqhsAyNF7BVw8V22ASQsjTWEqj61FFZmpnRZNQv7pDXGQ6A4CBmQsDo76DVhpjBTNa6FyHqF43g/g4zypHQfj0T5MHl6fHMSapZ8EHJw6CxgdEwRaOSalgXXO9gAuKkhjXK8/CKedi/kzd4Flxi1RzAVgY77ObFJMlx85AjkCOQI5AjkCZRHQfpWCMfYh9vkSaWC4QWSK3q79WHtPahUlUkaAqjytqX1be5j2P84JBuGh8TQXzp/ud+U1aUrPpuCR8/AextJ1pllB39+lbl/FlVEx0wY9JBDCd2rbRCdqYxdydkBmtWY63tG0gZ00/5yibAVb9KaoTAANYzlYSkCD36RCgiItIkwDrth1MzbN89Z2fHqDUkSthZZ+140VK7idVGdyc9Ib7yCqEGIpR/u6Jo7xWkC78VoEDp4KawyBx/JFphhoATMelLMoXAHGdunpYgGlz6VrKaWgBQCV29c1qt6gBAozaKvin2MeKkcgRyBH4K0TgXKmSvurWK0U+GiPUT2Y9jaREGLQhBFSx4QUa7BHlRoVbNC0Plt7rfbjdH5pzZxeF8BLM1Bi29IUbJrdA4wq9ftG3MmKQRs8S9zszRYKs3gEYItJqwORieuiAHkpW8SeL3CWBkZgRuBI4CFluhz0ueMCNV3R43M7LaTFoxzlp5SnlCo4XgWNmiffRZ22e09RmyYaljF22LWLwRLKdgbLFo4/T7rTU6M7GSnmSoxE72qBaFGmdGu6uPW6Fmt6XsXutaja8oWTAsuUdVS8BCj1h5DWHpYb9Ob06BvxZ5nHzBHIEcgR2PsjUE5iCFAp/ak9TfulMnTKMIkk0B4pMJaWXWmP1v4rUJcCOWXj9F3z0LhpZkn7a0rQvNYeWk7qaK4iPN4Ils3HPqJ2ZBXyWxLDMPBUjNahfpekgN8STE1a19U53bJKgy/x3z398/5/n39P553flyOQI5AjkCOQI/B2i0AVQFv7QvROgba3HGBj+exdoI0ZVwLcKgWNb7c/uHy9OQI5AjkCOQI5AnsagYpBm+wqOp7A64GZSjoQy8ft7FidA1m7Xmfnzrer11hl59897i2f167niXPp+Lj219zZ4zteGfmIHIEcgRyBHIEcgRyBjiPwJgBtnQM9u15SBm2vfZv/N3D1ny7/23E7z9HZ4ztehPmIHIEcgRyBHIEcgRyBjiNQMWjrLFNTzgztict9u8vabW3c7sBgZcxWeUh3x3Tt/rqqDHr2tDaQ9/nkNZ/OxmVP39fxosxH5AjkCOQI5AjkCOQI7BqBDNoqXBV7P2gjAGok6UwwMmjrTLTysTkCOQI5AjkCOQKVRuC/9C/JHR2cOlgAAAAASUVORK5CYII=" width="375" />
(b) <img alt="" height="303" 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" width="196" />
</span></p>
<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm; margin-left: -0.08cm;">
<span style="font-size: small;"><span lang="fr-FR"><b>Figure 5
- Anciens moulins à vent.</b></span></span></p>
<ol start="5"><li><p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;">
<span style="font-size: medium;"><b>Description</b></span></p></li></ol>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Dans la figure 6, deux
couronnes A et B sont centrées sur l’axe, chacune par les barres
1, 2, 3… 8 et huit câbles ou haubans C. Des pales P1, P2, P3… P8
en matériaux composites, robustes et flexible, sont tendues par des
rotules entre les couronnes.</span></p>
<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;"><img alt="" height="397" 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" width="660" /></p>
<p align="center" class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;">
<b><span style="font-size: small;">Figure 6 - Éolienne
compacte à 8 pales – Schéma de principe.</span></b></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">L’inclinaison du sommet des
pales est variable automatiquement selon la vitesse du vent par un
mouvement axial de l’ensemble de la couronne A et des 8 barres qui
produit une torsion des pales : A et B s’écartent avec
l’augmentation de la vitesse du vent. L’inclinaison des pales <b>sur
l’ax</b>e serait fixe et d’environ 45<sup>o</sup> Des mécanismes
probablement simples et robustes peuvent sans doute produire ces
mouvements d’une façon optimale, commandés par un système
électronique qui maximise la puissance produite en fonction de la
vitesse du vent. Ce type de rotor entrera en rotation et fournira de
l’énergie pour une vitesse de vent beaucoup plus faible que celle
requise pour les éoliennes actuelles. La figure 7 schématise une
installation typique. Imaginons l’éolienne de la figure 6, avec
une turbine d’un diamètre de <b>8 mètres</b> dont l’axe se
trouve à 20 m du sol. Il est intéressant d’évaluer la puissance
mécanique approximative que le système produirait selon
l’expression (2) avec un vent de <b>40 km/h</b>, par exemple. La
masse volumique <i>r</i> de l'air est égale en moyenne à 1,204
kg/m<sup>3</sup> pour de l'air sec à 20 °C et à la pression
atmosphérique normale. On calcule une surface <i>S</i> égale à
<b>50,3 m</b><sup><b>2</b></sup>, une vitesse <i>v</i> de <b>11,11
m/s</b>, d’où une puissance nominale <i><b>P</b></i><b> = 24,5 kW</b>.
</span>
</p>
<p align="justify" lang="fr-FR" style="line-height: 100%; margin-bottom: 0.42cm; text-indent: 0.75cm;">
<span style="font-size: small;">Si le diamètre est doublé à
<b>20 m</b>, cette puissance est alors 4 fois plus grande : <b>98
kW</b>. Si en plus la vitesse du vent est de <b>80 km/h</b>, cette
puissance est multipliée par (80/40)<sup>3</sup> = 8 ; d’où
une puissance de <b>784 kW</b>. Évidemment, sans vent c’est <b>0</b>,
d’où la nécessité assez générale d’avoir un système de
stockage de l’énergie ou le raccordement à un réseau électrique…
De telles génératrices éoliennes seraient sans doute moins
coûteuses et moins invasives dans le paysage…</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Les lois de la dynamique des
fluides sont les mêmes qui s’appliquent aux liquides et aux gaz.
Il s’ensuit normalement que les géométries des pales de turbine
devraient être comparables, que ce soit pour l’eau ou le vent. La
figure 7 montre celles d’une <b>turbine de Kaplan</b> utilisée
dans les centrales hydroélectriques. On voit que la surfaces des
pales est considérable par rapport à celle de l’hélice, afin de
fournir le maximum de puissance. Pourquoi les éoliennes ne
suivraient-elles pas les mêmes lois ? C’est ce qui a inspiré
l’auteur de la présente étude [<a class="sdfootnoteanc" href="#sdfootnote5sym" name="sdfootnote5anc"><sup>5</sup></a>]…
</span>
</p>
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<td style="border: medium; padding: 0cm;" width="282"><p align="center" lang="fr-FR" style="orphans: 2; widows: 2;"><img alt="" height="359" 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" width="301" /></p>
</td>
<td style="border: medium; padding: 0cm;" width="304"><p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
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</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
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</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
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</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
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</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;"> <img alt="" height="175" 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" width="289" />
</p>
<p align="center" lang="fr-FR" style="margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="center" lang="fr-FR" style="orphans: 2; widows: 2;"><span style="font-family: Calibri, serif;"><span style="font-size: small;">L’eau
s’écoule de bas en haut.</span></span></p>
</td>
</tr>
</tbody></table>
</center>
<p class="western" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; margin-top: 0.21cm;"> <b>Figure 7 - Aspect général de l’éolienne basse. Figure 8 - Turbine hydraulique Kaplan </b>
</p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;"><b><span style="font-weight: normal;">Le
graphique de la figure 9 permet de comparer le rendement nominal
d’une éolienne basse B décrite ici avec une éolienne du type
qu’on réalise actuellement, les éoliennes </span></b><b><i><span style="font-weight: normal;">fines</span></i></b><b><span style="font-weight: normal;">
auxquelles on suppose un rendement de 15%.</span></b></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;"><b><span style="font-weight: normal;">On
constate, par exemple, qu’une telle éolienne ‘fine’ avec un
diamètre de 10 m produira environ 200 kW de puissance mécanique par
un vent de 80 km/h, tandis que la turbine du type proposé produirait
près de 1300 kW ! </span></b></span>
</p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;"><img alt="" height="474" 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" width="533" />
</p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;">
<span style="font-size: small;"><b>Figure 9 - Puissance
nominale en fonction du rayon </b><b><i>R</i></b><b>
et de la vitesse </b><b><i>v</i></b><b><br />
d’une éolienne basse B et d’une éolienne ‘fine’ F <br />
avec
un rendement de 15%.</b></span></p>
<p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;"><span style="font-size: medium;"><b>Conclusion</b></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Il faudrait évidemment qu’un
bon travail d’ingénierie et qu’un prototype soient réalisés
permettant des mesures afin de déterminer l’intérêt économique
et énergétique que peut présenter l’éolienne basse décrite
sommairement ici. Mais on peut certainement penser qu’elle devrait
avoir des avantages pour diverses applications, particulièrement
dans les localités isolées vu ses dimensions et son haut rendement.</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm; text-indent: 0.75cm;">
<span style="font-size: small;">Mais il importe de savoir
qu’aucun parc d’éoliennes ni complexe photovoltaïque produisant
de l’énergie supposée ‘verte’ ne permettra d’éviter la
catastrophe écologique si on ne réduit pas <span style="color: #c00000;"><b>radicalement</b></span><span style="color: #c00000;">
</span>la quantité d’énergie et de ressources consommées chaque
année sur la planète. De même pour le mode de vie et de
consommation en général…</span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm; text-indent: 0.75cm;">
<br />
</p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;">
<span style="font-size: small;"><span style="color: maroon;"><b>En se
souvenant que l’énergie la plus écologique et la moins chère
<br />
est celle qu’on ne consomme pas !</b></span></span></p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;">
<span style="font-size: small;"><span style="font-size: medium;"><b>-
o – o – o – o –</b></span></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<br />
<br />
</p>
<p align="right" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;"><span style="color: #833c0b;"><b>ANNEXE</b></span></span></p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Dans l’étude théorique
d'une éolienne qu’on trouve parmi d’autres [<a class="sdfootnoteanc" href="#sdfootnote6sym" name="sdfootnote6anc"><sup>6</sup></a>],
on trouve ces détails :</span></p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;"><img alt="" height="273" 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" width="626" />
</p>
<p align="justify" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Où le « coefficient
de performance » change de nom :</span></p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;"><img alt="" height="146" 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" width="621" />
</p>
<p align="left" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm; text-indent: 0.75cm;">
<span style="font-size: small;">Très étrangement, la surface
<i>S </i>des pales ne figure pas dans cette dernière expression.</span></p>
<p align="left" lang="fr-FR" style="line-height: 108%; margin-bottom: 0cm;">
<br />
</p>
<p lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm;"><span style="font-size: medium;"><b>Bibliographie</b></span></p>
<p class="western" lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm; margin-left: 0.5cm;">
Aérodynamique des éoliennes,
<span style="color: #0563c1;"><u><a href="https://energieplus-lesite.be/theories/eolien8/aerodynamique-des-eoliennes/">https://energieplus-lesite.be/theories/eolien8/aerodynamique-des-eoliennes/</a></u></span>
</p>
<p class="western" lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm; margin-left: 0.5cm;">
<span style="color: #0563c1;"><u><a href="https://www.energy.gov/eere/wind/how-wind-turbine-works-text-version">https://www.energy.gov/eere/wind/how-wind-turbine-works-text-version</a></u></span>
</p>
<p class="western" lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm; margin-left: 0.5cm;">
Théorie de l'élément de pale couplée à la théorie de
Froude relative aux hélices motrices éoliennes et
aéromoteurs -
<span style="color: #0563c1;"><u><a href="https://heliciel.com/helice/calcul-helice-aile/Theorie%20element%20de%20pale%20relative%20aux%20helices%20captrice%20motrices.htm#:~:text=La%20%22BEM%22%20(Blade%20element,le%20long%20de%20la%20pale">https://heliciel.com/helice/calcul-helice-aile/Theorie%20element%20de%20pale%20relative%20aux%20helices%20captrice%20motrices.htm#:~:text=La%20%22BEM%22%20(Blade%20element,le%20long%20de%20la%20pale</a></u></span>.
</p>
<p class="western" lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm; margin-left: 0.5cm;">
<span lang="en-CA">Fluid Dynamics Simulation of an NREL-S Series Wind
Turbine Blade - </span><span style="color: #0563c1;"><u><a href="https://www.intechopen.com/online-first/83716"><span lang="en-CA">https://www.intechopen.com/online-first/83716</span></a></u></span><span lang="en-CA">
</span>
</p>
<p class="western" lang="fr-FR" style="line-height: 100%; margin-bottom: 0.21cm; margin-left: 0.5cm;">
<span lang="en-CA">Wind Turbine Blade Design Review -
</span><span style="color: #0563c1;"><u><a href="https://core.ac.uk/download/pdf/211500881.pdf"><span lang="en-CA">https://core.ac.uk/download/pdf/211500881.pdf</span></a></u></span><span lang="en-CA">
</span>
</p>
<p align="center" lang="fr-FR" style="line-height: 108%; margin-bottom: 0.21cm;">
<span style="font-size: small;"><span style="font-size: medium;">-
o – o – o – o – o – o -</span></span></p>
<div id="sdfootnote1"><p class="sdfootnote-western" lang="fr-FR"><a class="sdfootnotesym" href="#sdfootnote1anc" name="sdfootnote1sym">1</a>
<span lang="fr-CA"> </span><span style="color: #0563c1;"><u><a href="https://energieplus-lesite.be/"><span lang="fr-CA">https://energieplus-lesite.be/</span></a></u></span><span lang="fr-CA">
</span>
</p>
<p class="sdfootnote-western" lang="fr-FR" style="margin-left: 0.5cm;">
<span style="color: #0563c1;"><u><a href="https://www.edf.fr/groupe-edf/espaces-dedies/l-energie-de-a-a-z/tout-sur-l-energie/produire-de-l-electricite/le-fonctionnement-d-une-eolienne"><span lang="fr-CA">https://www.edf.fr/groupe-edf/espaces-dedies/l-energie-de-a-a-z/tout-sur-l-energie/produire-de-l-electricite/le-fonctionnement-d-une-eolienne</span></a></u></span><span lang="fr-CA">
</span>
</p>
</div>
<div id="sdfootnote2"><p class="sdfootnote-western" lang="fr-FR" style="margin-left: 0.5cm; text-indent: -0.5cm;">
<a class="sdfootnotesym" href="#sdfootnote2anc" name="sdfootnote2sym">2 </a><span style="color: #0563c1;"><u><a href="https://www.youtube.com/watch?v=oSXdL9pbGS4"><span lang="fr-CA">https://www.youtube.com/watch?v=oSXdL9pbGS4</span></a></u></span><span lang="fr-CA">
<br />
</span><span style="color: #0563c1;"><u><a href="https://eolienne.f4jr.org/eolienne_etude_theorique"><span lang="fr-CA">https://eolienne.f4jr.org/eolienne_etude_theorique</span></a></u></span><span lang="fr-CA">
<br />
</span><span style="color: #0563c1;"><u><a href="https://www.windturbinemagazine.com/how-fast-do-wind-turbines-spin/"><span lang="fr-CA">https://www.windturbinemagazine.com/how-fast-do-wind-turbines-spin/</span></a></u></span><span lang="fr-CA">
</span>
</p>
<p class="sdfootnote-western" lang="fr-FR" style="margin-left: 0.5cm;">
<span style="color: #0563c1;"><u><a href="https://www.cambridge.org/ca/universitypress/subjects/engineering/energy-technology/wind-turbines-theory-and-practice?format=HB"><span lang="fr-CA">https://www.cambridge.org/ca/universitypress/subjects/engineering/energy-technology/wind-turbines-theory-and-practice?format=HB</span></a></u></span><span lang="fr-CA">
</span>
</p>
</div>
<div id="sdfootnote3"><p class="sdfootnote-western" lang="fr-FR"><a class="sdfootnotesym" href="#sdfootnote3anc" name="sdfootnote3sym">3</a> <span lang="fr-CA">
</span><span style="color: #0563c1;"><u><a href="https://www.vestas.ca/en-ca/products/offshore/V236-15MW"><span lang="fr-CA">https://www.vestas.ca/en-ca/products/offshore/V236-15MW</span></a></u></span><span lang="fr-CA">
</span>
</p>
</div>
<div id="sdfootnote4"><p class="sdfootnote-western" lang="fr-FR"><a class="sdfootnotesym" href="#sdfootnote4anc" name="sdfootnote4sym">4</a>
<span lang="fr-CA">
</span><span style="color: #0563c1;"><u><a href="https://eolienne.ooreka.fr/astuce/voir/352953/puissance-eolienne"><span lang="fr-CA">https://eolienne.ooreka.fr/astuce/voir/352953/puissance-eolienne</span></a></u></span><span lang="fr-CA">
</span>
</p>
</div>
<div id="sdfootnote5"><p class="sdfootnote-western" lang="fr-FR"><a class="sdfootnotesym" href="#sdfootnote5anc" name="sdfootnote5sym">5</a>
<span lang="fr-CA">
</span><span style="color: #0563c1;"><u><a href="http://www.hydroquebec.com/comprendre/hydroelectricite/types-turbines.html"><span lang="fr-CA">http://www.hydroquebec.com/comprendre/hydroelectricite/types-turbines.html</span></a></u></span><span lang="fr-CA">
</span>
</p>
</div>
<div id="sdfootnote6"><p class="sdfootnote-western" lang="fr-FR"><a class="sdfootnotesym" href="#sdfootnote6anc" name="sdfootnote6sym">6</a>
<span lang="fr-CA">
</span><span style="color: #0563c1;"><u><a href="https://eolienne.f4jr.org/eolienne_etude_theorique"><span lang="fr-CA">https://eolienne.f4jr.org/eolienne_etude_theorique</span></a></u></span><span lang="fr-CA">
</span>
</p>
</div>
Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-83719323235398896952023-06-21T23:48:00.000-04:002023-06-21T23:48:36.967-04:00CONDUIRE EN RÉDUISANT LES PERTES<p><b><span style="color: #38761d;"> <span style="font-size: x-large;">Une question d'éducation...</span></span></b></p><p><b><span style="color: #38761d;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><span style="color: #38761d;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAht7jam_xTTQsdqzrMch8JrigeNuwqgGbZljiC5Dw8LVxgFjo8fkSW81iZR3DmMUuqJS-Mr144cTKA6_mnoNsZEtvklRCCSK3VkejbuLZwq08U1cZuQjs4hZzh0BUY_iFWhkk8hm5R-k8WLOWv8n_HbyaTgCoucYESebNXVTr3McrNbFlvf0Z_GBACv0/s942/Conduire%20en%20r%C3%A9duisant%20les%20pertes%201.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="525" data-original-width="942" height="357" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAht7jam_xTTQsdqzrMch8JrigeNuwqgGbZljiC5Dw8LVxgFjo8fkSW81iZR3DmMUuqJS-Mr144cTKA6_mnoNsZEtvklRCCSK3VkejbuLZwq08U1cZuQjs4hZzh0BUY_iFWhkk8hm5R-k8WLOWv8n_HbyaTgCoucYESebNXVTr3McrNbFlvf0Z_GBACv0/w640-h357/Conduire%20en%20r%C3%A9duisant%20les%20pertes%201.jpg" width="640" /></a></span></b></div><b><span style="color: #38761d;"><br /><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjySWej96JDznujeO5gtgH7La68PPX0cJWcPkq8YZo0KLNgEAbTiGaQoNsEe1n0XNWzEsCsn6KkZDx_3U03cwB6T2gyn2m2IBos6qL69voFXhs3_e7uhnktrdx5vABSXetOFFORScqbVui-9-PNdJjOPkoxFoAZtpNrLWEfBAMYQYDo0-ZbX40rhmbJuIA/s945/Conduire%20en%20r%C3%A9duisant%20les%20pertes%205.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="945" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjySWej96JDznujeO5gtgH7La68PPX0cJWcPkq8YZo0KLNgEAbTiGaQoNsEe1n0XNWzEsCsn6KkZDx_3U03cwB6T2gyn2m2IBos6qL69voFXhs3_e7uhnktrdx5vABSXetOFFORScqbVui-9-PNdJjOPkoxFoAZtpNrLWEfBAMYQYDo0-ZbX40rhmbJuIA/w640-h336/Conduire%20en%20r%C3%A9duisant%20les%20pertes%205.jpg" width="640" /></a></div><br /><span style="font-size: x-large;"><br /></span></span></b><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-58082215162518387582023-05-03T13:20:00.004-04:002023-05-03T13:24:50.223-04:00SAPINS DE NOËL ET TERRES AGRICOLES<p> Décembre 2020</p><p><span style="color: #067500; font-family: "Arial Rounded MT",serif;">
Merci, Louis, pour ce bon texte de Jean-François Nadeau, un des tout derniers
bons chroniqueurs du Devoir...</span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;"> Une
chose qui me frappe dans l'article :</span><o:p></o:p></p>
<p>« Du sapin cependant, la mémoire retient surtout son usage festif, associé
aux célébrations de Noël.<br />
Au Québec, <b><span style="color: #b30000;">plus de 8000 hectares de terres
agricoles</span></b> sont utilisés désormais pour produire des sapins de Noël.
Dans ces régions limitrophes des États-Unis que sont les Cantons-de-l’Est et Chaudière-Appalaches,
plusieurs champs de culture ont été rachetés, au fil des années, <b>par de gros
producteurs de sapins</b>.»<o:p></o:p></p>
<p> <span style="color: #067500; font-family: "Arial Rounded MT",serif;">Un
hectare est une surface de 100 m par 100 m ! Imaginez 8000 hectares...
pas pour cultiver des fruits et des légumes essentiels à la vie, sur de </span><span style="color: #b30000; font-family: "Arial Rounded MT",serif;">précieux </span><span style="color: #067500; font-family: "Arial Rounded MT",serif;">territoires
agricoles au sud du Québec, pour ne pas avoir à les importer de l'étranger au
profit de tous, mais pour faire de la monoculture de sapins, un produit non
essentiel que nos voisins viennent cultiver ici pour ne pas sacrifier leur
territoire agricole ! </span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;">
La façade des trois phases de <i>Place Belvédère</i> fait 150 m, et le
carré fait 2,25 hectares. Combien de tonnes de patates, de carottes et de
navets pensez-vous qu'on pourrait cultiver sur une telle surface, à l'année
longue dans une serre, sans utiliser de glyphosate, un herbicide hautement
toxique imposé par la multinationale <i>Monsanto-Bayer</i> ?</span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;">
Comme mon grand-père Arthur Dion (1882-1958) me l'avait raconté, quand il était
petit dans notre ville natale de St-Raymond, les Anglais, qui avaient construit
dès 1860-70 un chemin de fer de Québec à St-Raymond afin d'acheminer vers
l'Angleterre les magnifiques pins de la vallée de la rivières Ste-Anne, avaient
pratiquement fini de les raser. Aujourd'hui, on les compte sur les doigts de la
main...</span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;">
N'est-ce pas là une bonne illustration de notre état de servitude comme «
french canadians » qui, à deux reprises se sont dit NON à l'existence comme <a href="https://grandslabours.blogspot.com/2010/01/un-100e-anniversaire-inspirant-pour-le.html" moz-do-not-send="true">nation dans le monde</a> (clic) ? </span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;">
C'est sans parler de nos immenses ressources minières qui font la fortune des
étrangers (voir </span><a href="https://grandslabours.blogspot.com/2012/03/larnaque-du-millenaire.html" moz-do-not-send="true"><b>L'ARNAQUE DU MILLÉNAIRE</b></a> <span style="color: #067500; font-family: "Arial Rounded MT",serif;">clic), surtout
'Américains', depuis toujours. Or, nos gouvernements successifs de valets n'ont
cessé de leur fournir de généreuses subventions et crédits d'impôts pour
construire des routes et autres moyens pour leur faciliter le pillage de ces
ressources exportées à l'étranger chaque année, sans payer le centième de leur
valeur... Et sans aucune transformation dans des usines métallurgiques
québécoises : nous pourrions être des champions dans le monde, si
l'intelligence était au pouvoir !</span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;"> Et
c'est plus que jamais le cas avec le nouveau '<a href="https://lautjournal.info/20110607/le-plan-nord%C2%A0-le-sous-d%C3%A9veloppement-%C3%A9rig%C3%A9-en-syst%C3%A8me"><b><span style="font-size: 18pt;">plan Nord</span></b>'</a> (clic) de notre gouvernement
actuel; le plan idéal des porteurs d'eau qui fait suite à celui de John James
Charest, l'envoyé d'Ottawa en 1998 !</span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;"> Nous
apprenons aujourd'hui que de nombreuses rivières débordent et obligent de
nombreuses familles à évacuer leur maison inondée. Plusieurs maisons sont déjà
détruites. Or, une des causes principales de ces drames est le fait que des
centaines de milliers d'hectares de nos forêts sont données à des entreprises,
étrangères pour la plupart, </span><span style="color: #b30000; font-family: "Arial Rounded MT",serif;">qui les rasent </span><span style="color: #067500; font-family: "Arial Rounded MT",serif;">en payant des redevances insignifiantes. En effet, quand il n'y
a plus d'arbres pour retenir l'eau, les rivières débordent; tout simplement...</span><o:p></o:p></p>
<p><span style="color: #067500; font-family: "Arial Rounded MT",serif;"> On
comprendra alors pourquoi je suis celui que je suis, écœuré par notre
servitude.</span><o:p></o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPyX7tbx8JhcF_DfDLP_MLqRSf6xs1TRAlomwgLTNFouXTz_1PiM945AL_KzbpAURBulVLsoSShfd4Fq8uF8GkQQCh1aNYLf-79tiArSCCdBVrkbbK94g5ZmlQtADvB9NQBfpQgLUhz3OHJzS46di2Rw2XstgEB3mjLx1MNNxg1ZCNDpnhV26fNN8Q/s200/%C3%89cu%2002.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="200" data-original-width="159" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPyX7tbx8JhcF_DfDLP_MLqRSf6xs1TRAlomwgLTNFouXTz_1PiM945AL_KzbpAURBulVLsoSShfd4Fq8uF8GkQQCh1aNYLf-79tiArSCCdBVrkbbK94g5ZmlQtADvB9NQBfpQgLUhz3OHJzS46di2Rw2XstgEB3mjLx1MNNxg1ZCNDpnhV26fNN8Q/s1600/%C3%89cu%2002.jpg" width="159" /></a></div><br /><p style="text-align: center;"><br /></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-13386372979528018432023-02-17T17:01:00.001-05:002023-02-17T17:01:54.628-05:00RÉPUBLIQUES DE BANANES<h1 align="center" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: center;"><span style="color: #c00000;">RÉPUBLIQUES DE
BANANES<o:p></o:p></span></h1>
<p align="center" class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt; text-align: center;"><b><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: .2pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pr Pierre-Andr</span></b><b><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: .2pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">é
Julien</span></b><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: .2pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">, économiste</span><span style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 110%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt; text-align: center;"><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: .05pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-width: 121%; mso-hansi-theme-font: minor-latin;">Institut de recherche </span><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-width: 121%; mso-hansi-theme-font: minor-latin;">sur
les PME<br />
Université du Québec à Trois-Rivières<o:p></o:p></span></p>
<p align="right" class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt; text-align: right;"><b><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: -.05pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2011<br style="mso-special-character: line-break;" />
<!--[if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;" />
<!--[endif]--><o:p></o:p></span></b></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR"> Les économistes retiennent géné</span><span lang="FR" style="letter-spacing: .35pt;">ralement trois caractéristiques </span><span lang="FR" style="letter-spacing: .15pt;">des républiques de bananes. La </span><span lang="FR" style="letter-spacing: .25pt;">première est l'énorme <b>disparité</b> </span><span lang="FR">entre les riches et les pauvres. La seconde est la <b>corruption</b>
généra</span><span lang="FR" style="letter-spacing: -.25pt;">lisée.</span><span lang="FR" style="letter-spacing: .15pt;"><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR"> La troisième est une <b>exploitation éhontée</b>
des richesses natu</span><span lang="FR" style="letter-spacing: .05pt;">relles par
les entreprises étrangè</span><span lang="FR">res et leurs valets locaux.<o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR"> Dans le Québec d'aujourd'hui, </span><span lang="FR" style="letter-spacing: .15pt;">le premier élément est peu pré</span><span lang="FR" style="letter-spacing: .2pt;">sent. Même si l'on trouve des </span><span lang="FR" style="letter-spacing: .15pt;">riches dont les gains équivalent </span><span lang="FR" style="letter-spacing: .2pt;">à deux cents fois le salaire des </span><span lang="FR" style="letter-spacing: .05pt;">ouvriers et que le revenu moyen des
familles stagne depuis trente </span><span lang="FR" style="letter-spacing: -.1pt;">ans.</span><span lang="FR"><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR" style="letter-spacing: .05pt;"> Quant à la
corruption, on peut </span><span lang="FR" style="letter-spacing: .2pt;">espérer
qu'elle se limite à l'in</span><span lang="FR">dustrie de la construction. Même </span><span lang="FR" style="letter-spacing: .3pt;">si cette corruption continue à </span><span lang="FR" style="letter-spacing: .25pt;">coûter très cher non seulement </span><span lang="FR" style="letter-spacing: .2pt;">en coûts supplémentaires, mais </span><span lang="FR">aussi en accidents, comme on le voit avec des infrastructures qui </span><span lang="FR" style="letter-spacing: .25pt;">s'effondrent trop souvent. Par </span><span lang="FR" style="letter-spacing: -.15pt;">contre, ce qu'on voit actuellement, </span><b><span lang="FR" style="letter-spacing: .15pt;">avec le refus du gouvernement </span><span lang="FR">Charest</span></b><span lang="FR"> de bonifier sérieusement les
redevances minières et gazières, ressemble fortement à ce qui </span><span lang="FR" style="letter-spacing: .05pt;">se passe dans ces républiques de </span><span lang="FR">bananes. On sait que les minières </span><span lang="FR" style="letter-spacing: -.15pt;">et les gazières n'ont versé en 2010 </span><span lang="FR" style="letter-spacing: -.1pt;">que 280 millions au trésor québé</span><span lang="FR">cois ou <b>0,028 % des revenus qu'el</b></span><b><span lang="FR" style="letter-spacing: .3pt;">les ont retirés du sous-sol, soit </span></b><b><span lang="FR" style="letter-spacing: -.95pt;">10</span><span lang="FR"> </span></b><b><span lang="FR" style="letter-spacing: -.15pt;">milliards $.</span></b><span lang="FR"><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR" style="letter-spacing: .6pt;"> La dernière analyse
du </span><i><span lang="FR" style="letter-spacing: .2pt;">Mouvement Desjardins</span></i><span lang="FR" style="letter-spacing: .2pt;"> prévoit que cette situation ne changera </span><span lang="FR" style="letter-spacing: .05pt;">pas avec le Plan Nord, non seu</span><span lang="FR" style="letter-spacing: .25pt;">lement parce le gouvernement </span><span lang="FR" style="letter-spacing: .3pt;">Charest refuse de «taxer» les </span><span lang="FR" style="letter-spacing: .15pt;">compagnies <b>sur l'extraction</b> des </span><span lang="FR">ressources <b>plutôt que sur les pro</b></span><b><span lang="FR" style="letter-spacing: .05pt;">fits nets déclarés</span></b><span lang="FR" style="letter-spacing: .05pt;">, comme le font </span><span lang="FR" style="letter-spacing: .2pt;">à peu près tous les pays indus</span><span lang="FR">trialisés,
mais parce qu'en retour il p</span><span lang="FR" style="letter-spacing: .15pt;">révoit
dépenser <b>500 millions </b></span><b><span lang="FR">par année</span></b><span lang="FR"> avant 2016 pour ouvrir </span><span lang="FR" style="letter-spacing: .05pt;">des routes, des ports et des aéro</span><span lang="FR">ports.<o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR" style="letter-spacing: 1.05pt;"> Par exemple, il a
promis </span><span lang="FR" style="letter-spacing: .25pt;">à la <i style="mso-bidi-font-style: normal;">Stornoway Diamond</i> de </span><span lang="FR">Vancouver de prolonger la route 167 pour un coût de <b>287,6 millions $</b>
pour qu'elle puisse attein</span><span lang="FR" style="letter-spacing: .35pt;">dre
les gisements de diamant </span><span lang="FR">valant <b>au moins cinq
milliards.</b><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR"> Mais c'est la même histoire avec </span><i style="mso-bidi-font-style: normal;"><span lang="FR" style="letter-spacing: .05pt;">Falconbridge</span></i><span lang="FR" style="letter-spacing: .05pt;">, installée à l'extrême nord du Québec qui
exploite depuis près de vingt ans une très </span><span lang="FR" style="letter-spacing: .15pt;">riche mine de nickel (<b><i>Raglan</i></b>), sans
avoir </span><span lang="FR" style="letter-spacing: .05pt;">à peu près rien payé en
redevan</span><span lang="FR" style="letter-spacing: .5pt;">ces, alors que ce
gisement lui </span><span lang="FR">rapporte <b>plus de 1,3 milliard par année</b>.
Et monsieur Charest vient </span><span lang="FR" style="letter-spacing: .25pt;">de
signer le même accord avec </span><span lang="FR" style="letter-spacing: .05pt;">la
minière <i style="mso-bidi-font-style: normal;">Jilin Lien Nickel</i> lors </span><span lang="FR">de son récent voyage en Chine. Il en est de même des deux firmes
pétrolières <i style="mso-bidi-font-style: normal;">Junex</i> et <i style="mso-bidi-font-style: normal;">Petrolia</i> qui </span><span lang="FR" style="letter-spacing: .15pt;">tirent déjà des milliers de barils </span><span lang="FR">de pétrole sans payer aussi quoi </span><span lang="FR" style="letter-spacing: -.15pt;">que ce soit.</span><span lang="FR"><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR" style="letter-spacing: .15pt;"> Le prétexte est que
ces entreprises sont soit en période d'ex</span><span lang="FR" style="letter-spacing: .35pt;">ploration, soit font des gros </span><span lang="FR" style="letter-spacing: .4pt;">investissements qui annulent </span><span lang="FR" style="letter-spacing: -.1pt;">leurs profits. Comme si ces entre</span><span lang="FR" style="letter-spacing: .3pt;">prises travaillaient uniquement </span><span lang="FR" style="letter-spacing: .05pt;">pour les beaux yeux de la « Belle
</span><span lang="FR" style="letter-spacing: -.1pt;">Province » (grrrrr...)</span><span lang="FR"><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #20124d;"><span lang="FR" style="letter-spacing: .2pt;"> Quelques-uns
pourraient être </span><span lang="FR">heureux que le Québec se distingue encore
en étant la seule république de bananes du nord. Mais, il est probable que la
grande majo</span><span lang="FR" style="letter-spacing: .25pt;">rité souhaite que
nos richesses </span><span lang="FR" style="letter-spacing: .1pt;">naturelles
servent plutôt à payer </span><span lang="FR">une partie de nos écoles et de nos hôpitaux
sans parler de la dette.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt;"><span style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 110%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p><span style="color: #20124d;"> </span></o:p></span></p>
<p class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt;"><b><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: .2pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pierre-Andr</span></b><b><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: .2pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">é Julien</span></b><span style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 110%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt;"><span style="font-size: x-small;"><span lang="FR" style="font-family: Calibri, sans-serif; line-height: 110%;">B</span><span lang="FR" style="font-family: Calibri, sans-serif; line-height: 110%;">écancour</span><span style="font-family: Calibri, sans-serif; line-height: 110%;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt;"><span lang="FR" style="font-family: Calibri, sans-serif; letter-spacing: 0.05pt; line-height: 110%;"><span style="font-size: x-small;">Institut
de recherche </span></span><span lang="FR" style="font-family: Calibri, sans-serif; letter-spacing: -0.1pt; line-height: 110%;"><span style="font-size: x-small;">sur les PME</span><span style="font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt;"><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-width: 121%; mso-hansi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<p align="center" class="MsoNormal" style="line-height: 110%; margin-bottom: 6.0pt; text-align: center;"><span lang="FR" style="font-family: "Calibri",sans-serif; font-size: 14.0pt; letter-spacing: -.1pt; line-height: 110%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-width: 121%; mso-hansi-theme-font: minor-latin;">-o-o-o-o-o-o-</span><span style="font-family: "Calibri",sans-serif; font-size: 14.0pt; line-height: 110%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-83122577672149951552023-01-27T22:40:00.009-05:002023-01-28T13:24:18.925-05:00RÉORIENTATION DE BÛCHES FLOTTANTES PAR LES VAGUES<h2 style="text-align: center;"><span style="color: #274e13; font-size: small;">RÉORIENTATION DE BÛCHES FLOTTANTES
PAR LES VAGUES</span></h2><h1 align="center" style="text-align: center;"><o:p></o:p></h1>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; margin: 3pt 0cm; text-align: center;"><b><span style="font-size: 14pt;">Jean-Luc Dion<br />
</span></b><span face=""Trebuchet MS ,sans-serif",serif" style="font-size: 10pt;">Ingénieur
et professeur retraité</span><span style="font-size: 10pt; mso-bidi-font-size: 14.0pt;"><br />
Département de Génie électrique et Génie informatique<br />
Université du Québec à Trois-Rivières</span><b><span style="font-size: 18pt;"><o:p></o:p></span></b></p>
<p align="right" class="MsoNormal" style="margin-bottom: 0cm; text-align: right;">Décembre
2019 – janvier 2023<o:p></o:p></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;"><b><span style="font-size: medium;">1.<span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Hypothèses</span></b></h2><p class="ST" style="margin-left: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: 0cm;"><o:p></o:p></p>
<p class="Parag" style="margin-left: 1cm; mso-list: l4 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><b><span style="color: #833c0b; font-size: 12pt; line-height: 107%; mso-themecolor: accent2; mso-themeshade: 128;">A.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><span style="font-size: 12pt; line-height: 107%;">Il est probable qu’en vertu de <b><i>la loi de production minimale
d’entropie</i></b> énoncée par Ilya Prigogine, Prix Nobel de Chimie 1977, les bûches
de bois orientées au hasard sur une surface d’eau où se propagent des vagues
parallèles, comme dans la figure 1 vont graduellement se réorienter
parallèlement aux vagues comme dans la figure 2, particulièrement vite si leur
longueur <i>L</i> est comparable à la moitié de la longueur d’onde des vagues <i>λ</i>.
On sait que l’entropie est une grandeur qui mesure le désordre dans un système
physique.<o:p></o:p></span></p>
<p align="center" class="MsoListParagraphCxSpFirst" style="margin-bottom: 4.0pt; margin-left: 64.35pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 4pt 64.35pt; mso-add-space: auto; mso-list: l4 level1 lfo1; tab-stops: center 249.3pt right 498.6pt; text-align: center; text-indent: -18pt;"><!--[if !supportLists]--></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg23IM_f6CUSD7gR224kaKT9UD5YjMMNyh7oYrWPDMaizYlN_vCWMcP6QNjKw1EC5qtajgDrYb3adD3rNayMLXfZtelKNw0OCm_YO2WJ8Zu8qPgHRRcPLvmKXA8RM22YiLyI3AbsklgJsnm0WyI9YIeHCSmX298MfO4Ky9poFYwubrsvistpXbUMcCh" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="282" data-original-width="371" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEg23IM_f6CUSD7gR224kaKT9UD5YjMMNyh7oYrWPDMaizYlN_vCWMcP6QNjKw1EC5qtajgDrYb3adD3rNayMLXfZtelKNw0OCm_YO2WJ8Zu8qPgHRRcPLvmKXA8RM22YiLyI3AbsklgJsnm0WyI9YIeHCSmX298MfO4Ky9poFYwubrsvistpXbUMcCh=w269-h204" width="269" /></a> <a href="https://blogger.googleusercontent.com/img/a/AVvXsEiViFuJXf3LQXcnNTC2tIxhxxRPyh6ox4Lu2O3Mx7crIo1foj8UvBb355b532QVycsYqGl1hmFeAHxC8hwLDch5bc-soLuJYkW3gTAtzvmjvoXiF8cyu_qUtF2xaaW39u_6i_sVCO8jX2n0rr54kCaSo9pDmQXZEZNpD0b_cbt5oGQQTLsXXVTmuSNk" style="margin-left: 1em; margin-right: 1em; text-indent: -18pt;"><img alt="" data-original-height="282" data-original-width="371" height="205" src="https://blogger.googleusercontent.com/img/a/AVvXsEiViFuJXf3LQXcnNTC2tIxhxxRPyh6ox4Lu2O3Mx7crIo1foj8UvBb355b532QVycsYqGl1hmFeAHxC8hwLDch5bc-soLuJYkW3gTAtzvmjvoXiF8cyu_qUtF2xaaW39u_6i_sVCO8jX2n0rr54kCaSo9pDmQXZEZNpD0b_cbt5oGQQTLsXXVTmuSNk=w270-h205" width="270" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 12pt; text-indent: -18pt;">Figure 1 Figure
2</span></div>
<p class="Parag" style="margin-left: 1cm; mso-list: l4 level1 lfo1; text-indent: -18pt;"><b><span style="color: #833c0b; font-size: 12pt; line-height: 107%; mso-themecolor: accent2; mso-themeshade: 128;">B.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><span style="font-size: 12pt; line-height: 107%;">De plus, dans le cas où l’amplitude des vagues est relativement faible, les
bûches devraient dériver lentement dans le sens des vagues à cause d’une
« pression de radiation » analogue à la pression de radiation
acoustique ou à la pression de radiation de la lumière. Toutefois, si la vague
est une grosse déferlante, on sait que les bûches seront momentanément
entraînées à la vitesse de la vague avant qu’elle s’écrase.<o:p></o:p></span></p>
<p class="Parag" style="margin-left: 1cm; mso-list: l4 level1 lfo1; text-indent: -18pt;"><b><span style="color: #833c0b; font-size: 12pt; line-height: 107%; mso-themecolor: accent2; mso-themeshade: 128;">C.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><span style="font-size: 12pt; line-height: 107%;">Les bûches devraient aussi graduellement se rapprocher et former un
groupe compact qui dérivera dans le sens des vagues.<o:p></o:p></span></p>
<p class="Parag" style="margin-left: 1cm; mso-list: l4 level1 lfo1; text-indent: -18pt;"><b><span style="color: #833c0b; font-size: 12pt; line-height: 107%; mso-themecolor: accent2; mso-themeshade: 128;">D.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><span style="font-size: 12pt; line-height: 107%;">Dans le cas où l’on produit des vagues stationnaires parallèles entre
deux grandes surfaces planes, les buches initialement orientées au hasard
doivent graduellement se regrouper dans le nœud des vagues et s’aligner
parallèlement à celles-ci (figure 3).<o:p></o:p></span></p>
<p align="center" class="MsoListParagraph" style="margin-left: 64.35pt; mso-add-space: auto; mso-list: l4 level1 lfo1; text-align: center; text-indent: -18pt;"></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgKAqz4vWD0Ys7GnXc1ZF1dRWk2sxVVQz1TAAm33IE6aWiZ4h2z2X-a9A8ZB6yj7Kfo9EQDNmMGq-UczFPOojNhh4QUcAIkhTqmmmwNj8hISOmUHM_fkeOPx-RTCLT402sZjX734QrTA81DBn8SZiWA-irWdsGtCum2BjGRJ4m48Nw11imVUxXa9Szv" style="margin-left: 1em; margin-right: 1em;"><span> </span><span> </span><span> </span><span> </span><span> </span><img alt="" data-original-height="106" data-original-width="751" height="67" src="https://blogger.googleusercontent.com/img/a/AVvXsEgKAqz4vWD0Ys7GnXc1ZF1dRWk2sxVVQz1TAAm33IE6aWiZ4h2z2X-a9A8ZB6yj7Kfo9EQDNmMGq-UczFPOojNhh4QUcAIkhTqmmmwNj8hISOmUHM_fkeOPx-RTCLT402sZjX734QrTA81DBn8SZiWA-irWdsGtCum2BjGRJ4m48Nw11imVUxXa9Szv=w480-h67" width="480" /></a></div><br /><div style="text-align: left;"><span style="font-size: 12pt; text-indent: -18pt;"><span> </span><span> </span><span> <span> </span><span> </span><span> </span> </span>Figure 3 – Buches de bois dans des vagues
stationnaires.</span></div><div style="text-align: left;"><span style="font-size: 12pt; text-indent: -18pt;"><br /></span></div>
<p class="Parag" style="margin-bottom: 8.0pt; margin-left: 42.55pt; margin-right: 120.1pt; margin-top: 0cm; margin: 0cm 120.1pt 8pt 42.55pt; text-indent: -42.55pt;"><b>NOTE</b> : <span style="font-family: "Cambria",serif;">Ces
hypothèses sont inspirées par mes travaux antérieurs sur la réorientation des
cristaux liquides par un champ ultrasonique (<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 107%;">[1]</span></span><!--[endif]--></span></a>).</span><o:p></o:p></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;"><span style="font-size: medium;">2.<span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span>La loi de production minimale d’entropie</span></h2><p class="ST" style="margin-left: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: 0cm;"><o:p></o:p></p>
<p class="Parag" style="text-indent: 0cm;">La loi ou théorème de production
minimale d’entropie formulé par Ilya Prigogine peut s’énoncer comme suit [<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 11pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></a>]: <o:p></o:p></p>
<p class="Parag" style="margin-bottom: 8.0pt; margin-left: 63.8pt; margin-right: 134.3pt; margin-top: 0cm; margin: 0cm 134.3pt 8pt 63.8pt; text-indent: -7.1pt;"><b>« Tout système physique évolue
naturellement d’une façon telle que le taux d’augmentation de son entropie soit
minimal. » <o:p></o:p></b></p>
<p class="Parag"><span> </span>On sait que l’entropie est une mesure du désordre dans un
système physique. Par exemple, quand on chauffe de l’eau, son entropie augmente
avec l’agitation moléculaire.<o:p></o:p></p>
<p class="Parag"><span> </span>D’autre part, si on fournit par exemple de l’énergie par un
faisceau laser à une petite sphère suspendue, on sait que sa température
s’élèvera de façon exponentielle pour atteindre finalement une certaine
température, supérieure à celle de la pièce. Or, d’après le théorème ou loi de
production minimale de Prigogine, le taux d’augmentation de son entropie sera
en tout temps minimal, pour finalement atteindre zéro à l’équilibre des
températures. La sphère sera alors dans un état dit de « non
équilibre », car si on coupe le faisceau l’équilibre sera rompu et sa
température reviendra à la valeur initiale. Il faut noter que <b>tout être
vivant</b> est dans un état de non équilibre selon Prigogine, car si on coupe
son alimentation en énergie il mourra… On devine que cette loi méconnue est
absolument fondamentale dans le fonctionnement de la Nature et s’applique à
tous les êtres vivants. Dans une des publications de Prigogine [<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn3" name="_ftnref3" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 11pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></a>]
elle s’énonce comme suit où <i>S</i> est l’entropie, <i>t</i> le temps et <i>X</i><sub>i</sub>
une variable dont dépend le taux d’augmentation d’entropie d<i>S</i>/d<i>t</i> :<o:p></o:p></p><p class="Parag" style="text-align: left;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhYqvRQSyR7Gw4rbr_314RgeHcbtVVdKv_oZY-qnRp1kGak4hCWzssJkZJFM0DATW8LyPERZahKPt6LkOlU77g_IxkDgDOvl73NU-evkMegDj_fLm6LzjiZmAA7AgvzQSPbWXYgIpeIC9ySsfBfBMp1FhkqG1lZwzDmZeZMMotqZAFmAV6YDx2V14Oh" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="119" data-original-width="269" height="76" src="https://blogger.googleusercontent.com/img/a/AVvXsEhYqvRQSyR7Gw4rbr_314RgeHcbtVVdKv_oZY-qnRp1kGak4hCWzssJkZJFM0DATW8LyPERZahKPt6LkOlU77g_IxkDgDOvl73NU-evkMegDj_fLm6LzjiZmAA7AgvzQSPbWXYgIpeIC9ySsfBfBMp1FhkqG1lZwzDmZeZMMotqZAFmAV6YDx2V14Oh=w170-h76" width="170" /></a><br /></p>
<p class="Parag" style="margin-left: 177pt;"><v:shape id="Image_x0020_6" o:spid="_x0000_i1037" style="height: 37pt; mso-wrap-style: square; visibility: visible; width: 84pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image004.png">
</v:imagedata></v:shape><o:p></o:p></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;"><span style="font-size: medium;">3.<span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Les vagues</span></h2><p class="ST" style="margin-left: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: 0cm;"><o:p></o:p></p>
<p class="Parag"><span> </span>Une définition : « La surface de la mer présente
généralement une suite indéfinie d'ondulations parallèles presque identiques
qui se propagent de façon sensiblement uniforme vers le rivage. On appelle
houle cet ensemble d'ondulations ou de vagues. La houle est un mouvement
oscillatoire des couches superficielles de l'eau dû au frottement du vent sur
la surface. Plus le vent est fort et plus la distance de frottement sur l'eau
est grande, plus la houle est forte » La déformation de l'interface
(air-mer dans le cas d’une onde de surface) se propage à la vitesse de l'onde.
Les particules d'eau mises en mouvement au passage de l'onde se déplacent avec
une vitesse qui leur est propre, mais restent en moyenne à la même position [<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn4" name="_ftnref4" title=""><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span><!--[endif]--></span></span></a>].
<o:p></o:p></p>
<p class="Parag"><span> </span> « L'oscillation des
vagues est caractérisée par sa période T, sa longueur d'onde λ, son
amplitude A (la moitié de la hauteur ou profondeur P) et sa vitesse de propagation.
Ces mouvements correspondent à un transport d'énergie et non de matière.
La forme des vagues peut être décrite sous forme sinusoïdale
(approximativement), les particules d'eau décrivant des trajectoires
circulaires (orbitales) dont le rayon diminue avec la profondeur (théorie de
AIRY): au-delà d'une profondeur supérieure à une demie longueur d'onde,
l'agitation de l'eau est négligeable. On peut donc définir une limite
inférieure d'action des vagues qui est située à quelques dizaines de mètres de
profondeur. » En eau profonde, quand la profondeur est supérieure à une
longueur d’onde λ, le mouvement des particules d’eau est quasi-circulaire et
diminue rapidement vers le fond (fig. 4 et 5) [<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn5" name="_ftnref5" title=""><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[5]</span></span><!--[endif]--></span></span></a>]</p><p class="Parag" style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjG9VC_NoeclGHHRMiul56XM8PtG7SKvB9h9wLkYokxnzJllbKdYDYD7wmJJpW0rs9LfmfpbWbA6tKJnM-DeN2z8uAo28hcnvC3ljkGZWm_lUjHP6vcn6nS5tmap15JEVYAjWkHwBCuDjTRBY_cQIWF7g3J5EdP_wrVBb6da7diFIK8Mtgv6F5mwECW" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="202" data-original-width="760" height="154" src="https://blogger.googleusercontent.com/img/a/AVvXsEjG9VC_NoeclGHHRMiul56XM8PtG7SKvB9h9wLkYokxnzJllbKdYDYD7wmJJpW0rs9LfmfpbWbA6tKJnM-DeN2z8uAo28hcnvC3ljkGZWm_lUjHP6vcn6nS5tmap15JEVYAjWkHwBCuDjTRBY_cQIWF7g3J5EdP_wrVBb6da7diFIK8Mtgv6F5mwECW=w580-h154" width="580" /></a></div><p></p><p align="center" class="Parag" style="text-align: center; text-indent: 0cm;">Figure 4
- Mouvement des particules d’eau dans une vague en eau profonde <br />selon la
théorie de AIRY et déplacement d’une bille de bois.<o:p></o:p></p>
<p align="center" class="MsoNormal" style="text-align: center;"><v:shape id="Image_x0020_4" o:spid="_x0000_i1035" style="height: 173.5pt; mso-wrap-style: square; visibility: visible; width: 444pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image006.png">
</v:imagedata></v:shape><o:p></o:p></p>
<p class="Parag" style="text-align: left; text-indent: 0cm;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgqWJxUoN68MoGiefG-MJgsI3vAoNsT_YeYFQmUbIlaIi2Wx9yU2Q7P2jL9KiaO8cVnouLizCYFLJFl0AbQS4JPLR0LH_NPcwl3RynAbTotPQpYqmOADmWcT7YNZSg5J5_uKJDb_JRLVpkse6MJtWdknlFrGhqR5kHdqFJ6G8SkMTBS4g8cZPiktMpC" style="margin-left: 1em; margin-right: 1em; text-align: center;"><span> </span><span> </span><span> </span><img alt="" data-original-height="391" data-original-width="1000" height="214" src="https://blogger.googleusercontent.com/img/a/AVvXsEgqWJxUoN68MoGiefG-MJgsI3vAoNsT_YeYFQmUbIlaIi2Wx9yU2Q7P2jL9KiaO8cVnouLizCYFLJFl0AbQS4JPLR0LH_NPcwl3RynAbTotPQpYqmOADmWcT7YNZSg5J5_uKJDb_JRLVpkse6MJtWdknlFrGhqR5kHdqFJ6G8SkMTBS4g8cZPiktMpC=w548-h214" width="548" /></a><br /><br /></p><p align="center" class="Parag" style="text-align: center; text-indent: 0cm;">Figure
5 Mouvement des particules d’eau dans
une vague en eau profonde <br />selon la théorie de AIRY. Source : <a href="https://topex.ucsd.edu/ps/trujillo_waves.pdf">https://topex.ucsd.edu/ps/trujillo_waves.pdf</a><span style="text-indent: 0cm;"> </span></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Application</h2><p class="ST" style="margin-left: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: 0cm;"><o:p></o:p></p>
<p class="Parag"><span> </span>Considérons les situations décrites par les figures 1 à 3
reprises ci-dessous. Dans la figure 1, les bûches sont orientées au hasard et
oscillent sous l’effet des vagues. Or, par une longue démonstration en
hydrodynamique, on pourrait sans doute démontrer que la perte d’énergie des
bûches par frottement avec l’eau, et le taux d’augmentation d’entropie du système,
sont minimales quand les bûches sont <b>parallèles</b> aux vagues, comme dans
la figure 2. Par conséquent, selon le théorème de production minimale
d’entropie, les bûches doivent graduellement se réorienter parallèlement aux
vagues.</p><p class="Parag"><o:p></o:p></p>
<p class="Parag"><span> </span>De plus, les vagues comme ondes propageant de l’énergie exercent
une poussée sur les corps flottant qui doivent alors dériver à une certaine
vitesse. Et finalement les bûches se regrouperont en un ilot compact qui dérive
dans le sens des vagues où elles s’entrechoquent, car elles se font ombrage
mutuellement, de sorte que celles à l’arrière sont poussées vers les autres. Ce
rapprochement s’apparente à un phénomène rapporté dans « <i>L’album du
marin</i> » en 1836 [<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn6" name="_ftnref6" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 11pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[6]</span></span><!--[endif]--></span></a>] :
deux navires initialement immobiles et orientés parallèlement aux vagues, assez
près l’un de l’autre, ont tendance à se rapprocher et entrent en collision si
on ne reprend pas le contrôle.<o:p></o:p></p>
<p class="Parag">Enfin si les vagues sont stationnaires entre des parois planes
verticales, les bûches se réorienteront parallèlement aux vagues et se regrouperont
aux nœuds d’oscillation où elles seront pratiquement immobiles, comme dans la
figure 3.<o:p></o:p></p>
<p align="center" class="MsoNormal" style="margin-bottom: 4pt; tab-stops: center 249.3pt right 498.6pt; text-align: center;"><span style="font-size: 12pt; line-height: 107%; mso-no-proof: yes;"><v:shape id="Image_x0020_10" o:spid="_x0000_i1034" style="height: 157.5pt; mso-wrap-style: square; visibility: visible; width: 207.5pt;" type="#_x0000_t75"><v:imagedata o:title="" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png"></v:imagedata></v:shape></span><span style="font-size: 12pt; line-height: 107%;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg23IM_f6CUSD7gR224kaKT9UD5YjMMNyh7oYrWPDMaizYlN_vCWMcP6QNjKw1EC5qtajgDrYb3adD3rNayMLXfZtelKNw0OCm_YO2WJ8Zu8qPgHRRcPLvmKXA8RM22YiLyI3AbsklgJsnm0WyI9YIeHCSmX298MfO4Ky9poFYwubrsvistpXbUMcCh" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="282" data-original-width="371" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEg23IM_f6CUSD7gR224kaKT9UD5YjMMNyh7oYrWPDMaizYlN_vCWMcP6QNjKw1EC5qtajgDrYb3adD3rNayMLXfZtelKNw0OCm_YO2WJ8Zu8qPgHRRcPLvmKXA8RM22YiLyI3AbsklgJsnm0WyI9YIeHCSmX298MfO4Ky9poFYwubrsvistpXbUMcCh=w269-h204" width="269" /></a> <o:p></o:p></span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiViFuJXf3LQXcnNTC2tIxhxxRPyh6ox4Lu2O3Mx7crIo1foj8UvBb355b532QVycsYqGl1hmFeAHxC8hwLDch5bc-soLuJYkW3gTAtzvmjvoXiF8cyu_qUtF2xaaW39u_6i_sVCO8jX2n0rr54kCaSo9pDmQXZEZNpD0b_cbt5oGQQTLsXXVTmuSNk" style="margin-left: 1em; margin-right: 1em; text-indent: -18pt;"><img alt="" data-original-height="282" data-original-width="371" height="205" src="https://blogger.googleusercontent.com/img/a/AVvXsEiViFuJXf3LQXcnNTC2tIxhxxRPyh6ox4Lu2O3Mx7crIo1foj8UvBb355b532QVycsYqGl1hmFeAHxC8hwLDch5bc-soLuJYkW3gTAtzvmjvoXiF8cyu_qUtF2xaaW39u_6i_sVCO8jX2n0rr54kCaSo9pDmQXZEZNpD0b_cbt5oGQQTLsXXVTmuSNk=w270-h205" width="270" /></a></p>
<p align="center" class="MsoNormal" style="margin-bottom: 6pt; tab-stops: center 249.3pt right 498.6pt; text-align: center;"><span style="font-size: 12pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Figure
1 Figure
2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 12pt; line-height: 107%; mso-no-proof: yes;"><v:shape id="Image_x0020_17" o:spid="_x0000_i1032" style="height: 51pt; mso-wrap-style: square; visibility: visible; width: 361pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image003.png">
</v:imagedata></v:shape></span><span style="font-size: 12pt; line-height: 107%;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 6pt; text-align: left;"><span style="font-size: 12pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span> <span> </span><span> </span><span> </span><span> </span><span> </span></span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgKAqz4vWD0Ys7GnXc1ZF1dRWk2sxVVQz1TAAm33IE6aWiZ4h2z2X-a9A8ZB6yj7Kfo9EQDNmMGq-UczFPOojNhh4QUcAIkhTqmmmwNj8hISOmUHM_fkeOPx-RTCLT402sZjX734QrTA81DBn8SZiWA-irWdsGtCum2BjGRJ4m48Nw11imVUxXa9Szv" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="106" data-original-width="751" height="67" src="https://blogger.googleusercontent.com/img/a/AVvXsEgKAqz4vWD0Ys7GnXc1ZF1dRWk2sxVVQz1TAAm33IE6aWiZ4h2z2X-a9A8ZB6yj7Kfo9EQDNmMGq-UczFPOojNhh4QUcAIkhTqmmmwNj8hISOmUHM_fkeOPx-RTCLT402sZjX734QrTA81DBn8SZiWA-irWdsGtCum2BjGRJ4m48Nw11imVUxXa9Szv=w480-h67" width="480" /></a></span></p><p align="center" class="MsoNormal" style="margin-bottom: 6pt; tab-stops: center 249.3pt right 498.6pt; text-align: center;"><span style="font-size: 12pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Figure
3 – Bûches de bois dans des vagues stationnaires.<o:p></o:p></span></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span><!--[endif]-->Proposition de montage pratique</h2><p class="ST" style="margin-left: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: 0cm;"><o:p></o:p></p>
<p class="Parag"><span> </span>Il est proposé ici de réaliser la démonstration relativement
simple du phénomène décrit plus haut : la réorientation, le déplacement
et le regroupement de bûches ou bâtonnets par des vagues ou ondes parallèles
sur un plan d’eau. On distingue deux cas : celui des ondes progressives et
celui des ondes stationnaires. La loi fondamentale qui décrite plus haut peut
expliquer ce phénomène, et les montages suivants devraient permettre de le
démontrer.<o:p></o:p></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;"><span style="font-size: small;"><strong><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">A-<span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;"> </span><span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></strong><!--[endif]--><strong><span face="Calibri, sans-serif">Premier cas :
ondes progressives</span></strong></span></h2>
<p class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -14.7pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b>Réalisation<o:p></o:p></b></p>
<p class="Parag"><span> </span>En pratique, ce phénomène serait sans doute difficile à observer
sur un lac ou sur la mer pour des raisons évidentes. D’une part, on voit
rarement des bûches dispersées à la surface d’un lac comme dans la figure 1
(encore moins sur la mer). Mais cela a dû être observé au temps du flottage du
bois sur nos lacs, mais je n’ai pas pu trouver de photos le démontrant. D’autre
part, il faut avoir des vagues dont les crêtes sont relativement parallèles sur
une grande distance, ce qui n’est pas fréquent. On pourrait imaginer le faire
sur un grand lac d’au moins un ou deux km de rayon, où des bateaux à moteur qui
se suivent et font l’aller-retour pourraient créer un système de vagues
parallèles requis pour la démonstration.<o:p></o:p></p>
<p class="Parag"><span> </span>Une façon simple d’observer le phénomène à l’échelle d’un
laboratoire est montré dans la figure 4 qui représente un bassin d'une longueur d'environ 150 cm contenant de
l’eau <span style="color: #c00000;">d’une épaisseur de 5 à 6 cm</span>, parcouru
par des vagues périodiques produite par une barre rigide A oscillant à la
fréquence f. En pratique, le bassin sera plus long que large. Un absorbeur B
décrit plus bas empêche la réflexion des vagues pour avoir seulement des ondes
progressives. Le cas des ondes stationnaires fait suite. En guise de bûche, on
utilisera des allumettes de bois dont le bout soufré est enlevé. On peut de
préférence découper des <span style="color: #c00000;">bûchettes </span>dans des <span style="color: #c00000;">tiges de bois</span> d’un diamètre de 3 à 4 mm, d’une
longueur d’environ 40 mm : elles seront plus visibles que des allumettes…
Graduellement les bûchette doivent se réorienter comme dans la figure 5 et se
déplacer vers l’absorbeur B où elle se regrouperont.<o:p></o:p></p>
<p class="Parag" style="text-align: left; text-indent: 0cm;"><v:shape id="Image_x0020_5" o:spid="_x0000_i1031" style="height: 134pt; mso-wrap-style: square; visibility: visible; width: 225pt;" type="#_x0000_t75">
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</v:imagedata></v:shape> </p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgbBZ4OzJsyCMdo-HqggECsVJh5gil9IfAbqMThmdlcRAGJbNW6KNzEHSwLRaZL-nOCQUdVQINh4iYh7jL1Tv6AmA0nzJnCeEehgVvlCtr9AJCqyp1q0MFp5nuqpqQibqcgdZB9q8_zGXuSzEDjM54wk_6o7FaIoHBy0t28EMUjFAO_74VrPB-psu-q" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="415" data-original-width="696" height="179" src="https://blogger.googleusercontent.com/img/a/AVvXsEgbBZ4OzJsyCMdo-HqggECsVJh5gil9IfAbqMThmdlcRAGJbNW6KNzEHSwLRaZL-nOCQUdVQINh4iYh7jL1Tv6AmA0nzJnCeEehgVvlCtr9AJCqyp1q0MFp5nuqpqQibqcgdZB9q8_zGXuSzEDjM54wk_6o7FaIoHBy0t28EMUjFAO_74VrPB-psu-q=w299-h179" width="299" /></a><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh_ceBHk4jlXZn8E4vxgT69Cm2OYtWFo4vXUFImbWSP4m_9hiGP7U8wDQNVAtw-GwC6VhUtMUZP9KEztWMoF2hY1eFugZW1NnHHB_yfDJYl4l93tbQLwg_WVr5mLWdOiLaYB6D1w9BQ31f82zk8na8ShKU86ew5Q2rIwa5-GbPlEL1OAp5NFrSYalXq" style="margin-left: 1em; margin-right: 1em; text-align: center; text-indent: 0cm;"><img alt="" data-original-height="479" data-original-width="803" height="178" src="https://blogger.googleusercontent.com/img/a/AVvXsEh_ceBHk4jlXZn8E4vxgT69Cm2OYtWFo4vXUFImbWSP4m_9hiGP7U8wDQNVAtw-GwC6VhUtMUZP9KEztWMoF2hY1eFugZW1NnHHB_yfDJYl4l93tbQLwg_WVr5mLWdOiLaYB6D1w9BQ31f82zk8na8ShKU86ew5Q2rIwa5-GbPlEL1OAp5NFrSYalXq=w298-h178" width="298" /></a><br /></div> <v:shape id="Image_x0020_12" o:spid="_x0000_i1030" style="height: 134pt; mso-wrap-style: square; visibility: visible; width: 224.5pt;" type="#_x0000_t75">
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<p align="center" class="Parag" style="text-align: center; text-indent: 0cm;">Figure 4 Figure 5<o:p></o:p></p>
<p class="Parag"><span> </span>La figure 6 montre schématiquement le bassin en coupe verticale,
non à l’échelle. Une longueur <i>L</i> d’environ 1,5 m et une largeur de 50 cm
doivent être convenables. La barre oscillante doit être assez rigide et pivoter
autour de la ligne C. Une façon de l’actionner est montrée plus bas. Le fond du
bassin est <span style="color: #c00000;">de préférence </span>une plaque de
verre, ce qui permet <span style="color: #c00000;">divers modes d’observation</span>.
L’absorbeur qui empêche la réflexion des ondes est de préférence une lame de
caoutchouc-mousse plane de la largeur du bassin, avec une longueur <i>d</i>
d’environ 30 cm, disposée tel qu’indiqué en 6-b.<o:p></o:p></p>
<p align="center" class="Parag" style="text-align: center; text-indent: 0cm;"><v:shape id="Image_x0020_8" o:spid="_x0000_i1029" style="height: 155pt; mso-wrap-style: square; visibility: visible; width: 348.5pt;" type="#_x0000_t75">
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</v:imagedata></v:shape><o:p></o:p></p>
<p align="center" class="Parag" style="text-align: center; text-indent: 0cm;"></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiECwzBMylEty2JRYHQ5_YM_xvYQoKyotQjB2nNx6360hCyo7X1RW521-J5b_v-K7j3v6KcaNFoWWH9Y9TvfWoyrV5NjAW6VeN59N1iSdfM8zm71KIBtmRsO42GPUI4d0t0n3zL1ZtL5jOOZOye92Wx0uWlkGbvsyUnAU7lJtRBzWc_XJh2-FxE8Ks_" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="419" data-original-width="942" height="234" src="https://blogger.googleusercontent.com/img/a/AVvXsEiECwzBMylEty2JRYHQ5_YM_xvYQoKyotQjB2nNx6360hCyo7X1RW521-J5b_v-K7j3v6KcaNFoWWH9Y9TvfWoyrV5NjAW6VeN59N1iSdfM8zm71KIBtmRsO42GPUI4d0t0n3zL1ZtL5jOOZOye92Wx0uWlkGbvsyUnAU7lJtRBzWc_XJh2-FxE8Ks_=w527-h234" width="527" /></a></div></div><p></p><p align="center" class="Parag" style="text-align: center; text-indent: 0cm;">Figure 6<o:p></o:p></p><p class="Parag" style="text-align: left; text-indent: 0cm;"><span> </span>La figure 7 montre une façon de faire osciller la planchette P qui produit des vagues. On peut utiliser un haut-parleur HP qui reproduit les sons de très basse fréquence au centre duquel on colle une tige souple T reliée au milieu de la planchette. Le HP étant relié à un générateur de courant sinusoïdal avec amplificateur doit pouvoir osciller à une fréquence de 5 à 10 Hz, avec une amplitude de quelques millimètres. De préférence, le haut-parleur devrait être fixé au bassin pour simplifier les réglages. La planchette doit être suffisamment rigide de façon que tous les points d’une ligne horizontale se déplacent également.</p>
<div class="separator" style="clear: both; text-align: center;">Figure 7 <a href="https://blogger.googleusercontent.com/img/a/AVvXsEggLSefh4gsm03QQyZiKsmjIXR5jhMI_cn5QXWPnDVDU4YS64wrrFiCIpQfxioNmkrYfbrEYY2uvUy6T1Tdl9rnwjwY8X266LsJCImruSlPeBnQQNi6loO9CNgf7koK18EdfMX1Ma8D7tut0Xh4xJHC9g-NT6WLyFT-dlLT2wnN80YMhud5sULO-FYi" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="335" data-original-width="300" height="246" src="https://blogger.googleusercontent.com/img/a/AVvXsEggLSefh4gsm03QQyZiKsmjIXR5jhMI_cn5QXWPnDVDU4YS64wrrFiCIpQfxioNmkrYfbrEYY2uvUy6T1Tdl9rnwjwY8X266LsJCImruSlPeBnQQNi6loO9CNgf7koK18EdfMX1Ma8D7tut0Xh4xJHC9g-NT6WLyFT-dlLT2wnN80YMhud5sULO-FYi=w220-h246" width="220" /></a></div><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 14.2pt; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 624px;"><tbody><tr><td style="padding: 0cm 5.4pt; text-align: center; width: 293.4pt;" valign="top" width="391"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgfSv6kImzR8xg9tOGRuSGNLvn6QapkdihWvpQpvkluTdrJP0PLp6poxMPD8VgciAuEGfmk-XLTOc5CohN3ejchrggqNmeSvehHqG5C4M7mDj7oqaGVMFBpew0fQgun4B44pVpxrchd5VRTwAt3vWhIJl3a4F2rkIJha2G1yEpITawXZz5766vRdXnv" style="margin-left: 1em; margin-right: 1em;"><span></span></a></div></div><br /></td>
<td style="padding: 0cm 5.4pt; width: 174.35pt;" valign="top" width="232">
<p class="Parag" style="line-height: normal; margin-bottom: 0cm;"><v:shape id="Image_x0020_13" o:spid="_x0000_i1028" style="height: 139pt; mso-wrap-style: square; visibility: visible; width: 125pt;" type="#_x0000_t75">
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<br />
</td>
</tr>
</tbody></table>
<h3 style="margin-left: 0cm; text-align: left; text-indent: 0cm;"><b><span style="font-size: small;"><span face="Calibri, sans-serif">B.<span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span face="Calibri, sans-serif">Deuxième
cas : ondes stationnaires</span></span></b></h3>
<p class="STCxSpLast" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo5; tab-stops: 35.4pt; text-indent: -14.75pt;"><!--[if !supportLists]--><b><span style="font-family: Symbol; font-size: 11pt;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--></b><span style="font-size: 11pt;"><b>Réalisation</b><o:p></o:p></span></p>
<p class="Parag"><span> </span>Pour produire des vagues ou ondes stationnaires, on utilisera la
configuration de la figure 6-a où il n’y a pas d’absorbeur en B, de sorte qu’il
y a réflexion quasi-totale. Pour qu’il se produise des ondes bien
stationnaires, avec une couche d’eau d’environ 6 cm, et une longueur d’onde de
4 cm, il faut régler la fréquence <b>au voisinage de 6,7 Hz</b> comme il est
démontré plus bas, la vitesse de propagation étant d’environ 27 cm/s (voir les
calculs plus bas). On doit alors observer que les bûchettes vont graduellement
s’orienter parallèlement aux ondes stationnaires et se placer aux nœuds de
vibration.<o:p></o:p></p>
<p class="Parag">Si le bassin a une longueur L d’environ 1,5 mètres, le temps
d’aller-retour d’une onde est à peu près de 11 secondes. C’est
approximativement le temps d’attente entre deux changements de fréquence pour
trouver la bonne valeur, celle qui donnera un maximum d’amplitude A après
quelques essais.<o:p></o:p></p>
<p align="center" class="Parag" style="text-align: center; text-indent: 0cm;"><v:shape id="Image_x0020_9" o:spid="_x0000_i1027" style="height: 57pt; mso-wrap-style: square; visibility: visible; width: 405pt;" type="#_x0000_t75">
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<p align="center" class="Parag" style="text-align: center; text-indent: 0cm;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj9iki3Jq6rJE0COFq_Y5OJxOOF5gWH_HyVccBu1dzW36qxd2TKEQzuqq7u6usUmOGdJ_jptNUL6sBiVS-TfmVExPijAmG_S1AE8HszaAPfX-zcB2LVRQvhVjnUIBj8-5-Rsf5VU4wnr6dKHLR1eQjOuc0_VEDztdePCNkhGQimHI4G8p3YuaUkVrbZ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="141" data-original-width="1000" height="79" src="https://blogger.googleusercontent.com/img/a/AVvXsEj9iki3Jq6rJE0COFq_Y5OJxOOF5gWH_HyVccBu1dzW36qxd2TKEQzuqq7u6usUmOGdJ_jptNUL6sBiVS-TfmVExPijAmG_S1AE8HszaAPfX-zcB2LVRQvhVjnUIBj8-5-Rsf5VU4wnr6dKHLR1eQjOuc0_VEDztdePCNkhGQimHI4G8p3YuaUkVrbZ=w566-h79" width="566" /></a></div><br /><span style="text-indent: 0cm;">Figure 7
– Bûches de bois dans des vagues stationnaires.</span><p></p><p align="center" class="Parag" style="text-align: center; text-indent: 0cm;"><o:p></o:p></p>
<p class="Parag"><span> </span>Selon Prigogine, le système dont nous discutons ici est une <b><span style="color: #c45911; mso-themecolor: accent2; mso-themeshade: 191;">structure
dissipative</span></b><span style="color: #c45911; mso-themecolor: accent2; mso-themeshade: 191;"> </span>: un système qui se maintient dans son état <b>quand
on lui fournit de l’énergie</b>, ici au moyen de la planchette oscillante. Dès
qu’on cesse de lui fournir de l’énergie il s’effondre. On pourrait démontrer
par des calculs en hydrodynamique que les pertes d’énergie dans ce système sont
minimales quand les bûchettes sont parallèles aux vagues : le taux
d’augmentation de l’entropie est alors minimal. Fondamentalement, tous les
êtres vivants sont des structures dissipatives <b>: ils meurent quand ils
n’ont plus de source d’énergie</b>…<o:p></o:p></p>
<h2 style="margin-left: 0cm; text-align: left; text-indent: 0cm;"><b><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span face="Calibri, sans-serif">Calculs</span></b></h2>
<p class="Parag"><span> </span>Afin de préparer efficacement une démonstration, il est très
utile de connaitre la vitesse de propagation des ondes ou vagues sur l’eau dans
ce cas où la profondeur de l’eau est voisine de 6 cm. <br />
<span> </span>Dans cette référence, : « <i>Des
ondes à la surface de l’eau : une histoire qui fait des vagues</i> ! », on
trouve cette expression utile [<a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftn7" name="_ftnref7" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 11pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[7]</span></span><!--[endif]--></span></a>]:</p><p class="Parag"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgKxz4JMhwGq9gBmHOpmkqvhOj7VdJKjqwAtO_ua5utAAuj-71iqTYM4D7alZtsXj5r_VP1kSaHT2-ktWFUqrL25o3L2CNUEHIXcaQY0f1HuQur1OyzPN4U5zTll0nZjmRiMOY7BeeFzJAZa4weoJaz8ryUOzmPrexqEnPwnkbH-Zlfw1Jb_ePsxMpv" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="134" data-original-width="345" height="112" src="https://blogger.googleusercontent.com/img/a/AVvXsEgKxz4JMhwGq9gBmHOpmkqvhOj7VdJKjqwAtO_ua5utAAuj-71iqTYM4D7alZtsXj5r_VP1kSaHT2-ktWFUqrL25o3L2CNUEHIXcaQY0f1HuQur1OyzPN4U5zTll0nZjmRiMOY7BeeFzJAZa4weoJaz8ryUOzmPrexqEnPwnkbH-Zlfw1Jb_ePsxMpv=w288-h112" width="288" /></a></p>
<p class="Parag" style="margin-left: 106.2pt;"><v:shape id="Image_x0020_14" o:spid="_x0000_i1026" style="height: 64.5pt; mso-wrap-style: square; visibility: visible; width: 165.5pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image012.png">
</v:imagedata></v:shape><o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;">g : accélération de la pesanteur (9,81m/s<sup>2</sup> ) <o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;">λ : longueur d’onde (m) <o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;">A : coefficient de tension superficielle <br />
(A = 0,072 N.m-1 à
20°C dans le cas de l’interface eau-air) <o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;">ρ : masse volumique de l’eau (998 g/L = 998 kg/m<sup>3</sup>
à 22<sup>o</sup>C) <o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;">H : profondeur de l’eau (m) <o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;">C : vitesse de propagation de l’onde (m/s)<o:p></o:p></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;"><span lang="EN-CA">Posons : H = 0,06 m;
</span>λ<span lang="EN-CA"> = 0,04 m; A = 0,072 N.m<sup>-1</sup>; ρ = 998 kg m<sup>-1</sup><o:p></o:p></span></p>
<p align="left" class="Parag" style="margin-bottom: 3pt; text-indent: 14.2pt;"><span lang="EN-CA">Alors: c<sup>2</sup> =
(0,0624 + 0,01133) x 1 = 0,07373,
<o:p></o:p></span></p>
<p class="Parag"><span lang="EN-CA">d’où c =
0,271 m/s = 27,1 cm/s<o:p></o:p></span></p>
<p class="Parag">La relation entre la fréquence f, la longueur d’onde et la
vitesse de propagation étant <b>λ f = c</b>, <br />
la fréquence requise est alors : <b>f
= 6,79 Hz</b>, environ 6,8 oscillations de la lame par seconde.<o:p></o:p></p>
<h2 style="line-height: normal; margin-bottom: 6pt; text-align: left;"><b><span style="color: #385623; font-size: 14pt; mso-themecolor: accent6; mso-themeshade: 128;">RÉFÉRENCES</span></b></h2>
<p class="Parag">Cette suggestion est inspirée de mes travaux dans le domaine des
ondes et des vibrations, particulièrement de ceux-ci :<o:p></o:p></p>
<p class="Style1" style="margin-left: 1cm; mso-list: l3 level1 lfo2;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><b>L’effet d’orientation des ultrasons sur les
cristaux liquides.</b> Principales publications :<o:p></o:p></p>
<p class="Style1" style="margin-left: 35.45pt; mso-list: none; text-indent: -7.1pt;"><span lang="EN-CA">* DION, J.L. et JACOB, A., « A new
hypothesis on ultrasonic interaction with a nematic liquid crys-tal », <i>Applied
Physics Letters</i>, v. 31, nº 8 (1977), 490-493. <o:p></o:p></span></p>
<p class="Style1" style="margin-left: 35.45pt; mso-list: none; text-indent: -7.1pt;">*
DION, Jean-Luc, « Un nouvel effet des ultrasons sur l’orientation d’un cristal
liquide », <i>Comptes Rendus, Académie des Sciences</i> (Paris), tome 284
(1977), 219-222, note présentée par le Pr Alfred Kastler, Prix Nobel de
Physique.<o:p></o:p></p>
<p class="Style1" style="margin-left: 1cm; mso-list: l3 level1 lfo2;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b>Le
regroupement et la réorientation des fibres de pâte à papier en suspension dans
l’eau par un champ acoustique ultrasonore.<o:p></o:p></b></p>
<p class="Style2"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->* BRODEUR, P., DION, J.L., GARCEAU, J.J.,
PELLETIER, G. et MASSICOTTE, D., « Short fibre characterization in a stationary
ultrasonic field », <i>IEEE Trans. Ultrasonics, Ferroelectrics & Freq.
Control</i>, v. 36, nº 5 (1989), p.
549-553. <o:p></o:p></p>
<p class="Style1" style="margin-left: 35.45pt; mso-list: none; text-indent: -7.1pt;">*
DION, J.L., BRODEUR, P., GARCEAU, J.J. et CHEN, R., « Caractérisation
acousto-optique des fibres: nouveaux résultats », <i>J. Pulp & Paper Science</i>,
vol. 14, nº 6 (1988), p. J141-J144.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="EN-CA" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"> </span><a href="https://fr.wikipedia.org/wiki/Effet_Casimir">https://fr.wikipedia.org/wiki/Effet_Casimir</a></p><p class="Parag"><o:p></o:p></p>
<p class="Parag"><a href="https://buks.net.technion.ac.il/files/2012/08/Buks_119.pdf">https://buks.net.technion.ac.il/files/2012/08/Buks_119.pdf</a><span class="MsoHyperlink"><o:p></o:p></span></p>
<p align="left" class="Parag" style="margin-left: 2cm; text-indent: -1cm;"><a href="https://gallica.bnf.fr/ark:/12148/bpt6k6325558z.r=Album%20du%20marin%20Causs%C3%A9?rk=21459;2">L’album
du Marin, par P.C. Caussé, 1836</a><span class="MsoHyperlink">, </span><a href="https://gallica.bnf.fr/ark:/12148/bpt6k6325558z.r=Album%20du%20marin%20Causs%C3%A9?rk=21459;2"><span style="font-size: 9pt; line-height: 107%;">https://gallica.bnf.fr/ark:/12148/bpt6k6325558z.r=Album%20du%20marin%20Causs%C3%A9?rk=21459;2</span></a></p>
<div>
<!--[endif]-->
<div id="ftn1">
<p class="MsoNormal" style="margin-left: 14.2pt; text-indent: -14.2pt;"><a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 11pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></a> <span class="Style3Car"><span lang="EN-CA">DION, Jean-Luc, « <i>The orienting action
of ultrasound on liquid crystals related to the theorem of minimum entropy
production</i> », Journal of Applied Physics, v. 50, nº 4 (1979),
2965-1966. </span></span><span lang="EN-CA"><o:p></o:p></span></p>
</div>
<div id="ftn2">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-indent: -14.2pt;"><a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></a> « <span face="Verdana, sans-serif" style="background: white; font-size: 9pt;">Ce théorème est mentionné dans <em>La
Nouvelle Alliance</em> (Prigogine, Stengers, 1979, 152), mais il
n’y est pas précisé que c’est Prigogine lui-même qui l’a établi, dans sa thèse
d’agrégation de l’enseignement supérieur de l’Université libre de Bruxelles,
intitulée <em>Étude thermodynamique des
phénomènes irréversibles</em>, soutenue en 1945, et publiée
en 1947 (Prigogine, 1947). »<br />
Source : </span><a href="https://journals.openedition.org/rhsh/553"><span face=""Verdana",sans-serif" style="background: white; font-size: 9pt;">https://journals.openedition.org/rhsh/553</span></a><span face="Verdana, sans-serif" style="background: white; font-size: 9pt;"> <o:p></o:p></span></p>
<p class="MsoFootnoteText" style="margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -7.45pt; margin-top: 0cm; margin: 0cm -7.45pt 0cm 7.1pt;"><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">« Introduction </span><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">à</span><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;"> la thermodynamique des
processus irr</span><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">é</span><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">versibles »,
</span><span face="Verdana, sans-serif" lang="EN-US" style="font-size: 9pt;">I. </span><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">PRIGOGINE (Dunod, Paris 1968.</span><o:p></o:p></p>
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<p class="MsoFootnoteText" style="margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -14.55pt; margin-top: 0cm; margin: 0cm -14.55pt 0cm 7.1pt; tab-stops: 21.3pt;"><a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref3" name="_ftn3" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></a>
<span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">« <i>Introduction </i></span><i><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">à</span></i><i><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;"> la
thermodynamique des processus irr</span></i><i><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">é</span></i><i><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">versibles</span></i><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;"> », </span><span face="Verdana, sans-serif" lang="EN-US" style="font-size: 9pt;">I. </span><span face="Verdana, sans-serif" lang="FR" style="font-size: 9pt;">PRIGOGINE (Dunod, Paris 1968.</span><o:p></o:p></p>
<p class="MsoFootnoteText"><a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref4" name="_ftn4" style="text-indent: -14.2pt;" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span></span></a><span style="text-indent: -14.2pt;">
La houle - </span><a href="http://jean-marc.charel.pagesperso-orange.fr/courants/oceanhoule.htm" style="text-indent: -14.2pt;">http://jean-marc.charel.pagesperso-orange.fr/courants/oceanhoule.htm</a></p></div><div id="ftn4"><p class="MsoFootnoteText" style="margin-left: 14.2pt; text-indent: -14.2pt;"><o:p></o:p></p>
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<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-indent: -14.2pt;"><a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref5" name="_ftn5" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[5]</span></span><!--[endif]--></span></a>
Les vagues de l’océan - <a href="http://lesvaguesmouilles.e-monsite.com/pages/le-voyage-de-la-vague/le-mouvements-des-particules-d-eaux.html">http://lesvaguesmouilles.e-monsite.com/pages/le-voyage-de-la-vague/le-mouvements-des-particules-d-eaux.html</a>
<o:p></o:p></p>
<p class="MsoFootnoteText"> <a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref6" name="_ftn6" style="text-indent: -14.2pt;" title=""><span class="MsoFootnoteReference"><span style="font-size: 12pt;"><span class="MsoFootnoteReference"><b><span face=""Calibri",sans-serif" style="color: #2f5496; font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: major-fareast; mso-hansi-theme-font: minor-latin; mso-themecolor: accent1; mso-themeshade: 191;">[6]</span></b></span></span></span></a><span style="font-size: 12pt; text-indent: -14.2pt;"> </span><span style="font-size: 11pt; text-indent: -14.2pt;"> </span><a href="https://www.larecherche.fr/pourquoi-deux-bateaux-naviguant-sur-des-trajectoires-parall%C3%A8les-finissent-ils-par-se-rencontrer" style="text-indent: -14.2pt;"><span style="font-size: 10pt;">https://www.larecherche.fr/pourquoi-deux-bateaux-naviguant-sur-des-trajectoires-parall%C3%A8les-finissent-ils-par-se-rencontrer</span></a></p></div><div id="ftn6">
<p class="MsoNormal" style="margin-bottom: 4.8pt; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 4.8pt 14.2pt; mso-para-margin-bottom: .4gd; mso-para-margin-left: 14.2pt; mso-para-margin-right: 0cm; mso-para-margin-top: 0cm;"><span style="font-size: 10pt; line-height: 107%;">« <i>L’Album
du Marin</i> », P.C. Caussé : </span><a href="https://gallica.bnf.fr/ark:/12148/bpt6k6325558z/f7.item.texteImage"><span style="font-size: 10pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">https://gallica.bnf.fr/ark:/12148/bpt6k6325558z/f7.item.texteImage#</span></a><span style="font-size: 10pt; line-height: 107%;"> <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 4.8pt; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 4.8pt 14.2pt; mso-para-margin-bottom: .4gd; mso-para-margin-left: 14.2pt; mso-para-margin-right: 0cm; mso-para-margin-top: 0cm;"><span style="font-size: 10pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">« <i>C’est quoi l’effet Casimir</i> ?» : </span><a href="https://couleur-science.eu/?d=d54984--cest-quoi-leffet-casimir"><span style="font-size: 10pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">https://couleur-science.eu/?d=d54984--cest-quoi-leffet-casimir</span></a><span style="font-size: 10pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> <o:p></o:p></span></p>
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<div id="ftn7">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 14.2pt; mso-layout-grid-align: none; text-autospace: none; text-indent: -14.2pt;"><a href="file:///D:/_Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/201912%20R%C3%A9orientation%20par%20les%20vagues/R%C3%89ORIENTATION%20DE%20B%C3%9BCHES%20FLOTTANTES%20PAR%20LES%20VAGUES%203.docx#_ftnref7" name="_ftn7" title=""><span class="MsoFootnoteReference"><span style="font-family: "Cambria",serif; font-size: 10pt;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 107%;">[7]</span></span><!--[endif]--></span></span></a><i><span style="font-family: "Cambria",serif; font-size: 10pt;"> Étude expérimentale de la propagation d’un train d’ondes
périodiques à la surface de l’eau</span></i><span style="font-family: "Cambria",serif; font-size: 10pt;">, Jean Baurand, J. Phys. Radium Année : 1936</span></p></div></div><p style="text-align: left;"><span style="font-size: 16px; font-weight: 700; text-align: center;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>-o-o-o-o-o-o-o-</span></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-45453219808832488522022-12-21T21:43:00.050-05:002023-04-23T00:22:20.924-04:00LES CHANTIERS DE L’AVENIR<h1 style="margin-bottom: 6pt; text-align: center;"><b><span style="color: #833c0b;"><span style="font-size: medium;">LES CHANTIERS DE L’AVENIR</span></span></b></h1>
<p align="center" class="MsoNormal" style="margin-bottom: 6pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-bidi-font-size: 10.0pt; mso-themecolor: text1;">Un projet pour ouvrir l’esprit, régénérer nos
forêts<br />
Et donner de l’espoir aux jeunes québécois<br />
De toutes conditions et de toutes origines<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="text-align: center;"><b>Jean-Luc DION</b><br />Professeur et ingénieur retraité - UQTR<b><o:p></o:p></b></p><p class="MsoNormal" style="text-align: left;"><span style="color: #073763;">Les éléments de base de ce projet avaient été présentés par l’auteur à la <b><i>Commission Mauricie – Bois-Francs sur l’avenir du Québec</i></b>, à Louiseville, en février 1995…</span></p><p class="MsoNormal" style="text-align: left;"><span style="color: #073763;">Publié dans<b> L'ACTION NATIONALE</b><br />Oct., nov. 2022 - vol. 112, numéros 8 et 9</span></p>
<p align="right" class="Helvtica1" style="text-align: right;"><span style="font-size: 11pt; mso-bidi-font-size: 9.0pt;">20 septembre 2022</span> </p>
<h3 style="text-align: justify;"><b><span style="color: #38761d;">INTRODUCTION</span></b></h3><p class="TitreA"><o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Sans projets structurants pour l’avenir qui suscite un grand
intérêt pour la majorité des Québécois, des projets qui pourront donner des
résultats vraiment significatifs, il est peu probable que la population soit
sérieu<span class="Style1Car">sement convaincue de la </span>nécessité<span class="Style1Car"> de l’indépendance. C’est ce qu’on peut dégager de la faiblesse
des</span> appuis manifestée dans les sondages depuis une vingtaine d’années. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Or, la réalisation du projet ici décrit pourrait permettre
d’atteindre simultanément au moins deux objectifs marquants : <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Réunir
dans une <b>activité stimulante et productive</b> des jeunes de tous les
milieux, particulièrement ceux de nos grandes villes qui sont sous-scolarisés, désœuvrés,
désorientés, qui pourront prendre conscience de leurs possibilités en faisant
un travail productif, tout en découvrant les vastes ressources du Québec et
créant des liens avec des compatriotes de toutes les régions.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Donner
naissance à une véritable <b>régénération et appropriation</b> de nos forêts
dans toutes les régions du Québec dont pourront bénéficier nos descendants.</p>
<h3 style="text-align: justify;"><b><span style="color: #38761d;">CONSTATATIONS</span></b></h3><p class="TitreA"><o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Nos
forêts sont largement devenues improductives et délabrées par la
surexploitation qu’on en fait depuis des décennies, sinon des siècles. Les
affreuses « coupes à blanc » plus récemment, et surtout l’absence de véritables
pratiques sylvicoles à grande échelle dont ne se soucient pas les exploitant
actuels qui veulent toujours plus d’ouverture vers les territoires protégés,
afin de raser de nouvelles forêts. On ne trouve pratiquement plus de beaux
arbres dont la taille permette une exploitation rentable à long terme. Des espèces
comme le pin rouge et le chêne blanc sont pratiquement disparues et ne peuvent
plus être vraiment utilisées.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->En
beaucoup d'endroits, particulièrement dans les forêts de résineux, les arbres
sont beaucoup trop rapprochés, parce que non cultivés, de sorte qu’ils n’ont
aucune chance de grossir et grandir. Actuellement, on rase des forêts d’arbres
beaucoup trop petits avec des machines monstrueuses, au lieu de faire une coupe
sélective avec de petites machines qui permettrait aux arbres de grandir et d’être
récoltés avantageusement et <b>indéfiniment</b> après quelques décennies. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->La
récupération des déchets de matière ligneuse en grande quantité peut être à la
base d'une <b>nouvelle industrie chimique </b>produisant non seulement du
papier, mais une foule d’autres dérivés utiles et moins polluants.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Une
trop grande proportion de nos jeunes, en plus d’avoir des déficiences en
culture générale, semblent avoir souvent été mal orientés au cours de leurs
études secondaires. Malgré leurs efforts, les services d’orientation de nos
écoles ratent parfois l’objectif essentiel : faire en sorte que les jeunes
choisissent une voie dans laquelle ils pourront <b>développer leurs talents au
maximum</b>, <b>en étant heureux, responsables et utiles à la société</b>. Cette
proportion est considérablement plus élevée pour les jeunes provenant de
milieux défavorisés. Leur a-t-on suffisamment répété qu’il est parfaitement
honorable et valorisant d'être un bon menuisier, un bon mécanicien, un bon pâtissier,
etc. Tous les hommes et toutes les femmes ont un talent particulier et
devraient normalement trouver beaucoup de satisfaction et de bien-être dans le
travail bien fait, quel qu'il soit. C'est une vérité élémentaire qui semble souvent
oubliée. Trop de jeunes Québécois, par un effet d'entraînement, se sont
engouffrés dans des études et des formations pour lesquelles ils n'avaient pas
les aptitudes et ont accumulé les déceptions et les échecs. Pourtant, la
plupart avaient certainement des talents divers qu'ils auraient dû normalement
utiliser pour se forger une carrière honorable et valorisante. Ils doivent
aussi avoir une chance de reprendre des études supérieures s’ils en ont le
talent.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Ces
adolescents ne possèdent souvent aucun entraînement à un travail quelconque et
n’ont qu’une vague idée des exigences d’un milieu de travail moderne. Leur
avenir est bloqué à toutes fins pratique. Il est scandaleux de laisser tant de
talents se gaspiller depuis si longtemps. L'oisiveté détruit l'homme, c'est
bien connu. Les conséquences de ces échecs sont indiscutablement néfastes pour
la nation. Sans parler de l’influence anglo-américaine délétère dans divers
domaines qui influencent la jeune génération, particulièrement sur les réseaux
sociaux…<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Les
jeunes Québécois connaissent généralement mal les diverses régions du Québec et
les ressources inouïes de notre territoire. De plus, ces jeunes ont trop
rarement l’occasion de se rencontrer et d’échanger leurs idées,
particulièrement avec ceux des peuples autochtones.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Les
milliards de dollars consacrés annuellement à l'assurance chômage et à la
sécurité sociale sont souvent improductifs, et ont parfois des effets pervers
sur certaines personnes aptes au travail. <o:p></o:p></p>
<h2 style="text-align: justify;"><b><span style="color: #38761d; font-size: medium;">NATURE DU PROJET</span></b></h2><p class="TitreA"><o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Il s’agit de l’organisation de chantiers forestiers de sylviculture
intensive dans nos forêts publiques, du printemps à l’automne, particulièrement
mais non exclusivement, pour les jeunes chômeurs, chômeuses et assistés sociaux
des grandes villes, leur permettant d’acquérir une formation au travail tout en
découvrant notre magnifique territoire et une nature qu’ils ignoraient, en
contribuant à réparer les dégâts d’une imprévoyance séculaire en ce qui
concerne nos forêts publiques. La <b>participation de jeunes Autochtones</b>
facilitera certainement cette découverte et les relations fraternelles. Il
s'agit d'une réappropriation de nos forêts publiques et d'un investissement
massif dans notre avenir économique, tout en apportant une solution à un
problème social de première importance. Ce projet pourrait même être élargi et
transformé en un service civique pour tous les jeunes citoyens, dans la
perspective d’une société qui se soucie d’établir des règles de vie en harmonie
pour le bien commun. <o:p></o:p></p>
<p class="TitreA" style="text-align: justify;"><b><span style="color: #38761d; font-size: medium;">OBJECTIFS</span></b><o:p></o:p></p>
<p class="MsoListParagraph" style="margin-left: 35.45pt; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span class="Liste1Car">Utiliser d'une <b>façon constructive</b> les fonds publics
consacrés à l'aide aux chômeurs et à la sé</span>curité sociale en général.<o:p></o:p></p>
<p class="MsoListParagraph" style="margin-left: 35.45pt; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><b>Redonner
l'espoir</b> aux Québécois qui se gaspillent dans l'inactivité, <b>par un
travail communautaire valorisant et rétribué</b>, pendant une période limitée
dans un milieu différent de leur milieu habituel.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span>Donner
l'occasion à des dizaines de milliers de jeunes Québécois et Québécoise, ainsi
qu’à de jeunes immigrés, de <b>découvrir</b> les immenses ressources notre si
beau territoire, de <b>mieux se connaître</b> et de <b>créer des liens</b> dans
le cadre de travaux d'équipe valorisants qui seront un investissement dans leur
avenir.</p><p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: left;"><o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Leur
permettre de <b>vivre une période intense</b> de travail productif, de
formation et de réflexion. Leur faire découvrir les joies du travail dans la
nature. Normalement, au cours d'un tel stage, la plupart devraient trouver une <b>nouvelle
motivation</b> à faire les efforts qui s'imposent pour régler leurs problèmes,
trouver les idées et l'information qui leur permettent de réorienter
efficacement leur vie. Leur donner <b>une occasion</b> de mettre en valeur
leurs qualités d’organisateurs et de chefs d’équipe.<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Donner
à plusieurs la possibilité de <b>se refaire une santé</b>, de se dégager de
l’emprise de l’alcool et de la drogue, de prendre de saines habitudes de vie et
de bonne alimentation. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Développer
<b>l'amour du patrimoine et la solidarité nationale des Québécois de toutes
origines.</b> Actuellement, les habitants du Québec sont divisés par toutes
sortes de barrières: l'école, le statut social, l'origine ethnique, la
religion, la langue, etc. Il importe au plus haut point de mettre ensemble tous
ces Québécois dans un milieu propice, afin qu'ils découvrent finalement un <b>vouloir-vivre
collectif</b>. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Réaliser
des <b>travaux de sylviculture</b> à grande échelle dans des territoires
désignés afin de <b>régénérer nos forêts</b>, accélérer la croissance des
arbres et nous assurer des réserves de bois de diverses essences de très haute
qualité pour l'avenir. Il s’agit largement de couper une bonne partie des
petits arbres pour permettre aux autres de grossir plus rapidement et de
nettoyer la forêt selon des directives professionnelles.<o:p></o:p></p>
<p class="MsoListParagraph" style="margin-left: 35.45pt; mso-list: l0 level1 lfo3; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Développer
l'aptitude à comprendre <b>la nécessité de travaux à long terme</b>, sans
rentabilité immédiate pour assurer <b>l'avenir d'une nation</b> sur un
territoire. <o:p></o:p></p>
<p class="TitreA" style="text-align: justify;"><b><span style="color: #38761d; font-size: medium;">DESCRIPTION</span></b><o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Le secteur forestier doit être prioritaire du fait que la forêt
une de nos plus importantes ressources naturelles, et qu'elle est<b>
renouvelable indéfiniment <span style="color: black; mso-themecolor: text1;">si on
le veut</span></b>. D'autres secteurs peuvent être considérés, mais peu
permettent de mobiliser autant de personnes simultanément avec des effets
perceptibles à court et à moyen termes. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Les forêts à nettoyer et cultiver doivent être désignées <b>par
nos plus grands experts dans le domaine</b>, en fonction de critères reconnus
par tous. L'équipement utilisé doit être <span style="color: black; mso-themecolor: text1;">du <b>type léger</b></span>: on doit favoriser largement le travail
manuel et ne pas investir dans un équipement mécanisé importé et coûteux. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Un chantier pourrait être composé d'une moyenne <b>d’une centaine
de personnes</b>, incluant les divers professionnels, avec des camps séparés
pour les garçons et les filles. Dans une première phase ou projet-pilote de
deux ans, on pourrait prévoir l'organisation à court terme de deux chantiers dans
des forêts de la rive nord du St-Laurent dans des forêts de résineux, et deux
chantiers sur la rive sud dans les bois francs. On fera suivre d'une évaluation
approfondie en vue de la poursuite dans toutes les régions du Québec.
Considérant le nombre actuel de chômeurs et d'assistés sociaux, il faudra
probablement multiplier cet effort rapidement. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Ces chantiers pourraient normalement fonctionner du début mai à
la fin octobre. Mais une partie pourrait fort bien fonctionner à l'année
longue. La journée de travail pourrait être de 6,5 à 7,5 heures selon le nombre
d'activités de formation et loisir organisées. On fournira une bonne
alimentation, saine et abondante: on en fera une matière de formation (<i style="mso-bidi-font-style: normal;">mens sana in corpore sano</i>...). Le
logement sera simple, mais confortable. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>On incitera toutes les personnes aptes au travail, assistés
sociaux et chômeurs, à participer à ces chantiers, dans la perspective d'une
réinsertion à court terme dans la société active. On devra aussi incorporer des
jeunes qui réussissent bien dans la vie pour leur bénéfice mutuel. Il faut
évidemment <b>une sérieuse incitation monétaire</b>: par exemple, ceux qui
participeront seront nourris et logés pendant leur stage, tout en recevant une généreuse
allocation leur permettant de faire des économies. Les vêtements et chaussures
de travail pourraient être fournis suivant des normes à établir. Par contre,
ceux qui refuseraient ne recevraient plus qu’une fraction de l'allocation
habituelle. D'autre part, ceux qui sont vraiment inaptes au travail continueront
d'avoir droit à des allocations leur permettant de <b>vivre dignement</b>. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>La durée normale d'un séjour dans un chantier devrait être
d'une période de 5 à 6 mois, à la fin de laquelle un encadrement efficace
devrait être proposé aux stagiaires, <b>avec une rémunération minimale</b>,
pour les aider à trouver une nouvelle activité valorisante. Ils pourraient
aussi bénéficier d’une deuxième et troisième période selon des critères à préciser.<o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>On mettra à contribution tous les secteurs de notre société
pour organiser une grande variété d'activités de <b>formation</b> et
d'activités de <b>loisir</b> : des <b>conférences</b>, des <b>entrevues</b>
avec des chefs de files, des jeux, des sports organisés, etc... <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>La matière ligneuse récupérée ainsi en très grandes quantités
d'une façon régulière peut être transformée en divers sous-produits: papier et
carton, matériaux de chauffage (briquettes), alcools, etc. La récupération et
le sarclage seront faits conformément aux directives de professionnels de la
forêt. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Il ne s'agit aucunement d'un projet visant à procurer de la
main d'œuvre à bon marché à qui que ce soit. <o:p></o:p></p>
<p class="TitreA" style="text-align: justify;"><b><span style="color: #38761d; font-size: medium;">MOYENS</span></b><o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Le
financement proviendra essentiellement d'une nouvelle allocation des crédits de
l'assurance-chômage, de la sécurité sociale, des ressources naturelles, etc. Il
devrait être facile, pour des économistes et des gestionnaires, d'en démontrer
la rentabilité économique par rapport au laisser-aller et au délabrement actuel
dont les effets sont désastreux. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->La
réalisation et le bon fonctionnement de ce projet devra mettre à contribution l’expertise
et les ressources de <b>plusieurs ministères</b> de l’État du Québec comme les
suivants prioritairement :<o:p></o:p></p>
<ul style="text-align: left;"><li>Le Ministère des Forêts, de la Faune et des Parcs.</li><li>Le Ministère du Travail, de l'Emploi et de la Solidarité sociale. </li><li>Le Ministère de l'Économie et de l'Innovation. </li><li>Le Ministère de l’Agriculture, environnement et ressources naturelles.</li></ul><p class="Style1" style="margin-left: 1cm; text-align: left; text-indent: 0.05pt;"></p><div style="text-align: justify;"><span style="text-indent: 0.05pt;">Les suivants pourraient éventuellement y contribuer de diverses façons</span></div><div style="text-align: justify;"><span style="text-indent: 0.05pt;">pour de la formation et de l’information :</span></div><o:p></o:p><p></p>
<ul style="text-align: left;"><li>Le Ministère de l'Énergie et des Ressources naturelles </li><li>Le Ministère de l'Environnement et de la Lutte contre les changements climatiques </li><li>Le Ministère de l'Immigration, de la Francisation et de l'Intégration : en lien avec la participation de jeunes immigrés et immigrées aux Chantiers. </li><li>Le Ministère des Finances…</li></ul><p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->On
devra développer un intéressement des entreprises privées, surtout des
entreprises industrielles, auxquelles ce projet devrait profiter du fait que
les travailleurs issus de ce programme devraient être plus motivés, plus
habiles, plus efficaces, mieux formés, etc. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->La
clé du succès de cette opération: une <b>organisation à toute épreuve</b>,
mettant à contribution toutes les <b>compétences</b> dont nous disposons. Il
faut du personnel d’encadrement hautement qualifié, trié sur le volet et
surtout très motivé et bien entraîné. Ce personnel comptera pour moins de 10%
de la population d’un chantier et participera évidemment aux travaux sur le
terrain. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->Les
chantiers doivent disposer d’un personnel dans une variété de secteurs: des
contremaîtres forestiers d’expérience, de bons cuisiniers, des enseignants dans
divers domaines, des organisateurs de loisirs divers: sports, concerts,
récitals, théâtre, ateliers de peinture, de sculpture, etc., etc... <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->On
pourra mettre éventuellement à contribution les militaires québécois pour
l’organisation matérielle des chantiers (baraquements, tentes, groupes
électrogènes, etc.), l’organisation d’un bon entraînement physique: enfin une
armée pourrait servir à un objectif civil valorisant (<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/202209%20LES%20CHANTIERS%20DE%20L'AVENIR/Les%20chantiers%20de%20l'avenir%20-%20L'Action%20Nationale%20-%20J.L.%20Dion.docx#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 12pt; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[2]</span></span><!--[endif]--></span></span></a>).
Une fraction du temps pourrait être consacrée à un entraînement de défense
civile de base pour tous. <o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->On
organisera des tournées d’artistes dans les chantiers, des tournées de
conférences par toutes sortes de spécialistes du monde de l'enseignement, de
l'industrie, des spectacles, récitals, etc. On favorisera la projection de bons
films choisis parmi les meilleurs, surtout québécois, français, européens et
autres, dans un répertoire essentiellement non violent (nos écrans sont saturés
de films américains, le plus souvent très violents).<o:p></o:p></p>
<p class="noncs1" style="mso-list: l2 level1 lfo2; text-align: justify;"><!--[if !supportLists]--><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent2; mso-themeshade: 128;"><span style="mso-list: Ignore;">Ø<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]-->On
invitera l’entreprise privée à contribuer : encadrement technique pour la coupe
du bois et la récupération, prêt d'experts de toutes sortes pour l'organisation
d'activités de formation théorique et pratique, etc. <o:p></o:p></p>
<p class="TitreA" style="text-align: justify;"><b><span style="color: #38761d; font-size: medium;">CONCLUSION</span></b><o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>On a présenté ici les grandes lignes d'un projet qui pourrait
permettre d'atteindre simultanément plusieurs objectifs sociaux et économiques
de grande valeur, un projet permettant à un nombre considérable de Québécois de
retrouver l'espoir, tout en investissant massivement dans la culture de la forêt,
notre grande ressource renouvelable, pour préparer un avenir prospère. <o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span> </span>Il s'agit bien sûr d'une ébauche et il faudrait évidemment
développer ce projet et en étudier toutes les implications. Il faut espérer
qu'il suscite suffisamment d'intérêt pour qu'il soit rapidement étudié à son
mérite.</p>
<p align="center" class="MsoNormal" style="text-align: center;"><b>-o-o-o-o-o-o-</b><o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<div style="mso-element: footnote-list;"><!--[if !supportFootnotes]--><br clear="all" />
<hr align="left" size="1" width="33%" />
<!--[endif]-->
<div id="ftn1" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; tab-stops: 14.2pt; text-indent: -14.2pt;"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/202209%20LES%20CHANTIERS%20DE%20L'AVENIR/Les%20chantiers%20de%20l'avenir%20-%20L'Action%20Nationale%20-%20J.L.%20Dion.docx#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[1]</span></span><!--[endif]--></span></span></a> <span style="mso-tab-count: 1;"> </span>Ingénieur, professeur titulaire retraité et
chercheur du département de Génie électrique et Génie informatique de
l’Université du Québec à Trois-Rivières. <span style="font-size: 9pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></p>
<p class="MsoFootnoteText" style="margin-left: 14.2pt; tab-stops: 14.2pt; text-indent: -14.2pt;"><span style="font-size: 9pt; mso-bidi-font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/202209%20LES%20CHANTIERS%20DE%20L'AVENIR/Les%20chantiers%20de%20l'avenir%20-%20L'Action%20Nationale%20-%20J.L.%20Dion.docx#_ftnref2" name="_ftn2" style="text-indent: -14.2pt;" title=""><span style="font-family: "New York",serif; font-size: 9pt; mso-text-raise: 3.0pt; position: relative; top: -3pt;"><span style="font-size: 9pt; position: relative; top: -3pt;">[2]</span></span></a><span style="text-indent: -14.2pt;"> </span><span style="text-indent: -14.2pt;">L'éventuelle armée du Québec devrait être
formée d'un strict minimum d'effectifs permanents et d'équipement, à l'image de
celle de la Suisse. La meilleure protection d'un pays est une population
pleinement responsable, prête à défendre sa liberté par tous les moyens, avec
des armes légères qui lui seront confiées dans le cadre d'une défense civile
bien organisée.</span></p></div><div id="ftn2" style="mso-element: footnote;"><p class="MsoFootnoteText" style="margin-left: 14.2pt; text-indent: -14.2pt;"><o:p></o:p></p>
</div>
</div>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-38821866433931512122022-09-12T21:22:00.034-04:002022-09-24T13:21:26.220-04:00<p style="text-align: justify;"></p><p class="MsoNormal" style="margin-bottom: 9pt; text-align: center;"><a name="_Toc167120995"></a></p><p class="MsoNormal" style="margin-bottom: 9pt; text-align: center;"></p><div style="text-align: center;"><a name="_Toc196668457"><b><span face=""AvantGarde Md BT",sans-serif" style="color: #006600; font-size: 14pt; letter-spacing: 1.5pt; mso-bidi-font-family: Arial; mso-bidi-font-size: 16.0pt;">LES SONORÉACTEURS DANS L’INDUSTRIE :</span></b></a></div><a name="_Toc167120995"></a><div style="text-align: center;"><a name="_Toc167120995"></a><a name="_Toc196668457"><b><span face=""AvantGarde Md BT",sans-serif" style="color: #006600; font-size: 14pt; letter-spacing: 1.5pt; mso-bidi-font-family: Arial; mso-bidi-font-size: 16.0pt;">UNE AVANCÉE DÉCISIVE !</span></b></a></div><p></p>
<span style="mso-bookmark: _Toc167120995;"></span>
<p class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; letter-spacing: 0.5pt; mso-bidi-font-family: Arial;">Jean-Luc Dion</span></b><b style="mso-bidi-font-weight: normal;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 9pt; letter-spacing: 0.5pt; mso-bidi-font-family: Arial;">, ing., D. Sc. [1]<br />Professeur titulaire retraité - Département de Génie électrique et Génie informatique<br />Université du Québec à Trois-Rivières<br />Vice-président de SonerTec inc.</span></b></p>
<p class="MsoNormal" style="text-align: right;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10pt;">Avril 2008</span></p>
<p class="MsoNormal" style="text-align: center;"><b><span face=""Calibri",sans-serif" style="font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Version française de : « </span></b><span style="font-size: 14.6667px;"><b><i>Contamination-free high capacity converging <br />waves sonoreactors for the </i></b></span><b style="font-size: 14.6667px;"><i>chemical industry</i> »<br /></b><b><span face=""Calibri",sans-serif" style="font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-hansi-theme-font: minor-latin;">U<i>ltrasonics
Sonochemistry</i>, </span></b><b><span face=""Calibri",sans-serif" style="font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Volume 16, no 2, Février 2009, Pages
212-220</span></b></p>
<w:sdt docparttype="Table of Contents" docpartunique="t" id="4801287" sdtdocpart="t">
<p class="MsoTocHeading" style="margin: 12pt 0cm; text-align: left;"><b><a name="_Toc196668458"></a><a name="_Toc168136611"><span style="mso-bookmark: _Toc196668458;"></span></a></b><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="FR" style="color: black;"><b>Table des matières</b><o:p></o:p></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 12pt; font-weight: normal; mso-ansi-language: FR-CA;"><w:sdtpr></w:sdtpr></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716665"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">1.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration-line: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Introduction</span></span></span></a></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716666"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">2.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Les sonoréacteurs connus</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716666 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">3<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600360036000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716667"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">3.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Un système de sonoréacteur unique</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716667 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">3<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600360037000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716668"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">4.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Des ondes convergentes...</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;"> </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716668 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">4<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600360038000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716669"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">5.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Fonctionner sous pression</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716669 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">7<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600360039000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716670"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">6.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Les systèmes en fonction</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716670 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">8<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370030000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716671"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">7.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">L’effet puissant de la cavitation acoustique confinée</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716671 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">10<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370031000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716672"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">8.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Détermination des conditions de traitement</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716672 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">13<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370032000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716673"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">9.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Versatilité</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716673 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">14<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370033000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716674"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">10.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Domaines d’applications démontrés et marché</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716674 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">14<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370034000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716675"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">11.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Efficacité</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716675 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">17<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370035000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716676"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">12.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Capacité de traitement</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716676 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">18<!--[if gte mso 9]><xml>
<w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000E0000005F0054006F0063003100390036003700310036003600370036000000</w:data>
</xml><![endif]--></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716677"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">13.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Coût de fonctionnement</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span></span></span><!--[if supportFields]><span
style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-begin'></span><span style='mso-bookmark:_Toc168136611'><span
style='mso-bookmark:_Toc196668458'><span lang=EN-CA style='color:black;
display:none;mso-hide:screen;text-decoration:none;text-underline:none'>
PAGEREF _Toc196716677 \h <span style='mso-element:field-separator'></span></span></span></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">18<!--[if gte mso 9]><xml>
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style='mso-bookmark:_Toc168136611'><span style='mso-bookmark:_Toc196668458'></span></span><span
style='mso-element:field-end'></span><![endif]--><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span></a><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></span></span></p>
<p class="MsoToc3" style="line-height: normal; margin: 0cm 0cm 4pt 22.1pt; text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_Toc196716678"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span lang="EN-CA" style="color: black;">14.</span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span></span></span><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black;">Conclusions</span></span></span></a></p>
</w:sdt>
<h3 style="text-align: left;"><span style="mso-bookmark: _Toc168136611;"><span style="mso-bookmark: _Toc196668458;"><a name="_Toc196716664"><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Résumé</span></a></span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></h3>
<p class="MsoNormal" style="line-height: 15pt; margin: 0cm 28.65pt 0.0001pt 28.9pt; text-align: left;"><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 11pt;">Nous présentons ici une nouvelle technique exclusive de
sonoréacteur qui ouvre de vastes perspectives dans divers champs des industries
chimique et pharmaceutique, en rendant possibles à l’échelle industrielle les
applications connues de la sonochimie. Ces systèmes uniques utilisent de
puissantes ondes ultrasonores <i style="mso-bidi-font-style: normal;">convergentes</i>
dans un tube de polymère qui produisent une zone de cavitation acoustique
concentrique et confinée, relativement grande dans les liquides ou réactifs en
circulation. Il est bien connu que de nombreuses réactions chimiques sont
fortement accélérées en présence de cavitation acoustique. Les nouveaux
sonoréacteurs cylindriques ne contaminent pas les réactifs comme dans les
autres appareils. D’autre part, ils peuvent servir efficacement à la production
de nanoparticules et nanofibres, au désencrage et au blanchiment des pâtes à
papier, à la dégradation des boues, à la décontamination de l’eau, etc. Les
conditions de fonctionnement peuvent varier largement selon la puissance, la
pression, la température, les gaz en solution et le débit. La capacité de
traitement du modèle industriel peut être de plusieurs tonnes à l’heure, avec
une puissance électrique de 50 kW à l’entrée.<o:p></o:p></span></p>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: left; text-indent: -18pt;"><a name="_Toc167120997"></a><a name="_Toc168136612"></a><a name="_Toc196668459"></a><a name="_Toc196716665"><span style="mso-bookmark: _Toc196668459;"><span style="mso-bookmark: _Toc168136612;"><span style="mso-bookmark: _Toc167120997;"><!--[if !supportLists]--><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">Introduction</span></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></h3>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Depuis que Richards et Loomis ont rapporté les premiers
effets chimiques de la cavitation acoustique en 1927 [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[2]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], les attentes de l’industrie chimique n’ont cessé de
croître, surtout au cours des vingt dernières années, mais sans être
satisfaites. Au cours de cette période, de très nombreuses publications ont
démontré que beaucoup de procédés chimiques pouvaient être considérablement
activés en présence de cavitation acoustique surtout dans le domaine de la
chimie organique [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[3]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], de la cristallisation [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[4]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], et de la pharmacologie [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn5" name="_ftnref5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[5]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. Suslick a observé que la cavitation acoustique pouvait
accélérer certaines réactions par un facteur de 100 000 [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn6" name="_ftnref6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[6]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">] ! L’effet catalytique de la cavitation ultrasonore est
maintenant bien démontré [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn7" name="_ftnref7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[7]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">De nombreuses autres applications sont maintenant
démontrées, par exemple : l’extraction de molécules bioactives à partir de
plantes et de résidus animaux [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn8" name="_ftnref8" style="mso-footnote-id: ftn8;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[8]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], la production de nanoparticules [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn9" name="_ftnref9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[9]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], la dégradation des boues [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn10" name="_ftnref10" style="mso-footnote-id: ftn10;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[10]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], la décontamination de l’eau [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn11" name="_ftnref11" style="mso-footnote-id: ftn11;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[11]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">], etc.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Le très lent développement des applications industrielles de
la sonochimie a deux causes principales liées aux sonoréacteurs existants avant
ceux de <i style="mso-bidi-font-style: normal;">SonerTec</i>. Premièrement, la
cavitation acoustique est un phénomène très violent qui se produit sur les
surfaces métalliques vibrantes de la plupart des sonoréacteurs, ce qui produit
l’érosion de ces surfaces avec dégagement de métaux contaminants. Même les <i style="mso-bidi-font-style: normal;">sonotrodes</i> en titane sont érodées !
Cette contamination interdit donc leur utilisation dans la plupart des procédés
de chimie fine. Deuxièmement, ces sonoréacteurs n’ont pas la capacité de
traiter de grandes quantités de liquides.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Alors, faute de sonoréacteurs appropriés, il n’existe actuellement
que peu d’applications industrielles à petite échelle, surtout pour la
cristallisation, le mélange de produits, etc. [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn12" name="_ftnref12" style="mso-footnote-id: ftn12;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[12]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">,</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn13" name="_ftnref13" style="mso-footnote-id: ftn13;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[13]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. Le vaste domaine des procédés chimiques industriels est
essentiellement inoccupé. Mais, les choses pourraient changer, nous l’espérons,
avec le nouveau type de sonoréacteurs cylindriques à ondes convergentes mis au
point par <i style="mso-bidi-font-style: normal;">SonerTec</i>, une entreprise du
Québec.<o:p></o:p></span></p>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc168136613"></a><a name="_Toc196668460"></a><a name="_Toc196716666"><span style="mso-bookmark: _Toc196668460;"><span style="mso-bookmark: _Toc168136613;"><!--[if !supportLists]--><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">Les sonoréacteurs connus</span></span></span></a><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></h3>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">La figure 1 tirée du site de la société <i style="mso-bidi-font-style: normal;">Hielscher</i> [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn14" name="_ftnref14" style="mso-footnote-id: ftn14;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[14]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">] montre le principe de ses sonoréacteurs, qui s’apparentent
à tous les autres, sauf ceux de <i style="mso-bidi-font-style: normal;">SonerTec</i>,
et illustre clairement ces deux derniers points. Cette photo est celle d’un
montage spécial où l’enveloppe d’un sonoréacteur conventionnel est
transparente. Elle entoure la sonotrode qui est le cylindre concentrique qu’on
distingue. À gauche, des éléments piézoélectriques moteurs sont excités par un
courant électrique à une fréquence telle que le cylindrique vibre dans un de
ses modes de résonance longitudinaux. On observe que la cavitation (zones
claires) ne se produit qu’en certaines zones de volume relativement faible.
Comme le montre la figure 2, la cavitation acoustique est induite aux points où
le déplacement est élevé (extrémité A) ou maximal (contours B). Il n’y en a pas
là où la vibration est minimale ou faible : les régions C. Comme les ondes
produites sont <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">divergentes</i></b>, leur intensité diminue rapidement avec
l’éloignement de la sonotrode. On comprend alors que la cavitation ne se
produise qu’au voisinage immédiat de la surface vibrante, ce qui entraîne
l’érosion de cette surface et un faible volume de traitement. On observe de
plus que la cavitation ne se produit que le long de certaines lignes de forme
arbitraire, pratiquement toujours aux mêmes endroits. Le volume actif des zones
de cavitation est donc relativement faible.</span></p><p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;"></span></p><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFwnqA218kP1CYN_Vo_AYnNUE4SBq0v1JK-zunA0T_LTMH44T_9C5dMWTX1R2wHicVs2x1HWovO4iAaw2KmrGLvNffNqlHZDCnEvt2wk6seEmPeb_aTwGMwH8GuheQdd2Qjnb65LqsjKyW8EZkXp_fvl0XIqX6WdLeh_2oosS_iV2zQLkgpb7BlvHO/s593/sonotrode%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="444" data-original-width="593" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFwnqA218kP1CYN_Vo_AYnNUE4SBq0v1JK-zunA0T_LTMH44T_9C5dMWTX1R2wHicVs2x1HWovO4iAaw2KmrGLvNffNqlHZDCnEvt2wk6seEmPeb_aTwGMwH8GuheQdd2Qjnb65LqsjKyW8EZkXp_fvl0XIqX6WdLeh_2oosS_iV2zQLkgpb7BlvHO/w277-h208/sonotrode%201.jpg" width="277" /></a></div><span style="font-size: 11pt; text-indent: -49.6pt;"> Figure 1 -</span><span style="font-size: 11pt; mso-tab-count: 1; text-indent: -49.6pt;"> </span><span style="font-size: 11pt; text-indent: -49.6pt;">Cavitation sur une<br /> sonotrode </span><span style="font-size: 11pt; text-indent: -49.6pt;">conventionnelle.</span><p></p></td><td style="padding: 0cm 5.4pt; width: 248.8pt;" valign="top" width="332"><p class="MsoNormal" style="line-height: 16pt; margin-top: 18pt; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsokj7jR7rzbMrJJEAhnwPhjFWLqAzOlJKXNecXCvdJYhZtYAhZ0gneIqkEJUazce2dRuppsxjJvj3zoDwl4OP_OrO7rgW55wtIJrzHisdYEHb9EcPvndB0AMatrN5-HXdHbO4GGnljqjM_7xpTm5R_DMdPJzuZLT3_6mr1f7Vs5CJTGKQsPeK9tnW/s2217/sonotrode%201.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1176" data-original-width="2217" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsokj7jR7rzbMrJJEAhnwPhjFWLqAzOlJKXNecXCvdJYhZtYAhZ0gneIqkEJUazce2dRuppsxjJvj3zoDwl4OP_OrO7rgW55wtIJrzHisdYEHb9EcPvndB0AMatrN5-HXdHbO4GGnljqjM_7xpTm5R_DMdPJzuZLT3_6mr1f7Vs5CJTGKQsPeK9tnW/s320/sonotrode%201.png" width="320" /></a></p><span style="font-size: 11pt; text-indent: -0.05pt;">Figure 2 -</span><span style="font-size: 11pt; mso-tab-count: 1; text-indent: -0.05pt;"> </span><span style="font-size: 11pt; text-indent: -0.05pt;">Principe de la sonotrode conventionnelle.</span></td></tr></tbody></table>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc167120998"></a><a name="_Toc168136614"></a><a name="_Toc196668461"></a><a name="_Toc196716667"><span style="mso-bookmark: _Toc196668461;"><span style="mso-bookmark: _Toc168136614;"><span style="mso-bookmark: _Toc167120998;"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Un système de sonoréacteur unique</span></span></span></span></a><span style="mso-bookmark: _Toc167120998;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167120998;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 18pt;"><a name="_Toc167032011"></a><a name="_Toc167120999"><span style="mso-bookmark: _Toc167032011;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Nous décrirons ici un type de
sonoréacteurs entièrement nouveaux qui diffèrent de tous les autres dans leurs
principes de fonctionnement. Deux modèles existent présentement avec
d’importantes capacités de traitement : un de 5 kW, et un de 50 kW. Ces
sonoréacteurs sont particulièrement adaptés aux procédés chimiques du fait
qu’ils ne contaminent pas les réactifs par des produits d’érosion comme les
autres [</span></span></a><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn15" name="_ftnref15" style="mso-footnote-id: ftn15;" title=""><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[15]</span></span><!--[endif]--></span></span></span></span></span></a><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. La raison en est que la puissante zone de cavitation
produit sous pression est confinée hors de la paroi d’un tube de <i style="mso-bidi-font-style: normal;">PTFE</i> (polytétrafluoroéthylène ou <i style="mso-bidi-font-style: normal;">Téflon</i><sup>md</sup>) qui transmet
l’énergie acoustique dans le liquide en circulation libre (figure 3). Comme on
l’a vu plus haut, les sonotrodes des autres sonoréacteurs sont graduellement
détruites par la cavitation qui se produit sur leur surface et doivent être
remplacées périodiquement. De plus, dans la plupart des configurations, le
liquide doit changer de direction plusieurs fois au cours du transit, ce qui
n’est pas l’idéal pour les liquides épais et les boues </span></span></span><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">[</span></span></span><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn16" name="_ftnref16" style="mso-footnote-id: ftn16;" title=""><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[16]</span></span><!--[endif]--></span></span></span></span></span></a><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">]</span></span></span><span style="mso-bookmark: _Toc167120999;"><span style="mso-bookmark: _Toc167032011;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">. <o:p></o:p></span></span></span></p>
<span style="mso-bookmark: _Toc167032011;"></span><h3 style="margin: 18pt 0cm 0cm 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc196716668"><span style="mso-bookmark: _Toc196668462;"><span style="mso-bookmark: _Toc168136615;"><span style="mso-bookmark: _Toc167121000;"><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Des ondes convergentes...</span></span></span></span></a><span style="mso-bookmark: _Toc167121000;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167121000;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Une caractéristique exclusive et brevetée des sonoréacteurs
de <i style="mso-bidi-font-style: normal;">SonerTec</i> est schématisée dans la
figure 3 [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn17" name="_ftnref17" style="mso-footnote-id: ftn17;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[17]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. Des transducteurs piézoélectriques spéciaux en forme de
barres prismatiques Tr produisent des ondes ultrasonores quasi-cylindriques <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">convergentes</i></b>
dans le liquide sous pression circulant dans le tube central de traitement T.
Ainsi, l’intensité acoustique est normalement maximale au centre du tube où la
cavitation commence quand la puissance fournie atteint un certain seuil. Cette
réalisation résulte d’un concept initial longuement simulé avec le logiciel <i style="mso-bidi-font-style: normal;">Atila</i>, un code de calcul par éléments
finis, en 2 ou 3 dimensions, de structures électromécaniques comportant des
éléments piézoélectriques ou magnétostrictifs [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn18" name="_ftnref18" style="mso-footnote-id: ftn18;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[18]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. Les calculs ont été faits en deux dimensions pour un
ensemble formé d’un transducteur appliqué sur une section de tube limitant un
milieu infini. C’est une approximation valide du fait que, en régime de
cavitation, la zone de cavitation absorbe presque totalement l’énergie acoustique.
La conception mécanique du sonoréacteur est telle que les douze transducteurs
spéciaux sont appliqués uniformément sur le tube et que leur poussée est
partiellement équilibrée par la pression du liquide circulant dans le tube. <o:p></o:p></span></p>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; text-align: justify;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt; width: 232.2pt;" valign="top" width="310">
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRD77Gs_bwtREVS0WWbn242EpxmMpP6XzOOcXMEBcWXViua90OdzLXWRwBd-IOeRyK1uGsgNAybat4uY6rP51M-KMtgLYvm_gp8yQzP6WSIWxAHQomlZv-HErTBahhuw0u3fRGSE0FCQPyfgLwK98KQx64PgTZiYT_sdXd31Bc3bKC7y_BWksVQABz/s570/coupe%20sonor%C3%A9acteur.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="570" data-original-width="570" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRD77Gs_bwtREVS0WWbn242EpxmMpP6XzOOcXMEBcWXViua90OdzLXWRwBd-IOeRyK1uGsgNAybat4uY6rP51M-KMtgLYvm_gp8yQzP6WSIWxAHQomlZv-HErTBahhuw0u3fRGSE0FCQPyfgLwK98KQx64PgTZiYT_sdXd31Bc3bKC7y_BWksVQABz/s320/coupe%20sonor%C3%A9acteur.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 11pt;">Figure
3</span><span style="font-size: 11pt; mso-spacerun: yes;"> </span><span style="font-size: 11pt;">Coupe schématique du sonoréacteur à
ondes convergentes.</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 262.25pt;" valign="top" width="350">
<p class="MsoNormal" style="text-align: center;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA;"><o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjenWuMzVlZ8qDvBsD5eCicm7Eu8roOnEdrUho4mkSvUPRuMdvCWXTwU09heev1bMVXwxP88wpjJmrIBCha_ukB5QfzO2omG0NdHOgVkIhBLAZ5PhTF0ZXlqdt9sXApmz4VP2U0nEPWrK_KfopDDzdn1kWStwWpoGnBVfDLANWTED8UoeeeUjhihytn/s770/zone%20de%20cavitation.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="497" data-original-width="770" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjenWuMzVlZ8qDvBsD5eCicm7Eu8roOnEdrUho4mkSvUPRuMdvCWXTwU09heev1bMVXwxP88wpjJmrIBCha_ukB5QfzO2omG0NdHOgVkIhBLAZ5PhTF0ZXlqdt9sXApmz4VP2U0nEPWrK_KfopDDzdn1kWStwWpoGnBVfDLANWTED8UoeeeUjhihytn/s320/zone%20de%20cavitation.jpg" width="320" /></a></span></div><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA;"><br /> </span><p></p>
<p class="MsoNormal" style="margin-top: 5pt; text-align: center;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt;">Figure
4<span style="mso-spacerun: yes;"> </span>Zone de cavitation dans le
sonoréacteur SR-31..<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Par conséquent, la zone de cavitation <b style="mso-bidi-font-weight: normal;">cylindrique</b> est concentrique au tube comme le montre la figure 4.
Cette photo est tirée d’une vidéo tournée à travers le hublot du modèle SR-31
dans de l’eau en circulation. Cette cavitation est produite avec une puissance
d’entrée de 4 kW à 45 kHz, sous une pression de 4 bars (400 kPa). La photo
montre clairement que la zone de cavitation est <b style="mso-bidi-font-weight: normal;">confinée</b>, à l’écart de la paroi du tube : une <b style="mso-bidi-font-weight: normal;">caractéristique exclusive</b> des
sonoréacteurs de <i style="mso-bidi-font-style: normal;">SonerTec</i>. Le
diamètre interne du tube de ce modèle est de 75 mm. Le diamètre relatif de la
zone de cavitation et sa distribution sur le rayon dépendent, d’une façon
complexe, particulièrement de la puissance, de la fréquence, de la viscosité et
de la pression du liquide.<span style="mso-spacerun: yes;"> </span>À certaines
conditions, l’intensité peut même être inférieure au centre, du fait que la
cavitation dans une zone annulaire absorbe fortement l’énergie
acoustique : un genre de « trou noir » pour l’énergie
acoustique… Chaque procédé requiert des conditions optimales. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Il est impossible de mesurer l’amplitude de vibration à la
surface du tube. Mais on peut la déduire approximativement à partir de la
mesure de la puissance acoustique de cavitation dissipée en chaleur dans le
liquide. C’est cette puissance qui est importante. La symétrie circulaire de la
zone de cavitation (fig. 4) et l’érosion produite sur des lames d’aluminium
(fig. 9-10) indiquent de faibles différences de phase entre les surfaces des
transducteurs adjacents : probablement moins de 60°. Ceci s’explique par
la qualité de l’adaptation de l’impédance acoustique des transducteurs à celle
présenté par le tube et le liquide, une caractéristique exclusive du système. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">La zone de la figure 4 paraît noire du fait que la lumière
venant du fond est bloquée par les milliers de bulles de cavitation par cm<sup>3</sup>
qui se forment, oscillent pendant quelques périodes et implosent violemment. La
compression adiabatique des gaz résiduels dans les bulles produit des ondes de
choc dont la pression peut dépasser <b style="mso-bidi-font-weight: normal;">1000
bars</b> et des températures locales supérieures à <b style="mso-bidi-font-weight: normal;">5000 K</b> selon Suslick </span><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">[</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn19" name="_ftnref19" style="mso-footnote-id: ftn19;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[19]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">] : il y a formation d’un <b style="mso-bidi-font-weight: normal;">plasma</b>.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">La conception de la structure et des transducteurs requis
pour produire ces ondes cylindriques a constitué un défi très intéressant. On
peut mentionner que cela requiert un assez grand nombre de céramiques piézoélectriques.
Ainsi, pour produire une grande puissance totale, chaque céramique ne fournit
qu’une faible fraction de sa puissance maximale et chauffe relativement peu. En
fait la température de l’huile servant au refroidissement est facilement maintenue
à moins de 50°C. La vie utile des céramiques et du sonoréacteur est donc
beaucoup plus longue que dans les appareils piézoélectriques courants.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">On observe que les bulles se forment en amas et en filaments
violemment agités qui rayonnent à partir du centre, avec l’apparence de l’effet
couronne en haute tension électrique (figure 4). Ceci est accompagné d’un bruit
typique de cavitation perçu à travers à structure massive en acier et aluminium
du sonoréacteur. On obtient une variété de conditions de traitement en variant
la pression et la puissance fournie, qui entraînent une variation du volume
relatif de la zone de cavitation sans jamais détruire la paroi du tube ou
libérer des contaminants. L’étendue et la distribution d’intensité de la
cavitation selon le rayon sont des fonctions non linéaires de la puissance
fournie, de la pression, de la température, de la nature du liquide traité, de
sa viscosité, de la concentration du gaz en solution, etc.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">C’est dans cette zone de cavitation que se produisent les
réactions physico-chimiques intéressantes. On sait maintenant que les
conditions extrêmes créées permettent de dissocier n’importe quelle molécule
organique et de produire des radicaux libres très actifs, particulièrement dans
l’eau. Il a même été rapporté par Taleyarkhan, Lahey et al. qu’il peut y avoir <b style="mso-bidi-font-weight: normal;">fusion thermonucléaire</b> dans un liquide
contenant du deutérium [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn20" name="_ftnref20" style="mso-footnote-id: ftn20;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[20]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">,</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn21" name="_ftnref21" style="mso-footnote-id: ftn21;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[21]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">]. Cette démonstration a été faite avec un petit montage de
laboratoire à la pression atmosphérique!<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Dans les nouveaux sonoréacteurs de <i style="mso-bidi-font-style: normal;">SonerTec</i>, les liquides circulent librement, sans obstructions comme
dans la plupart des autres systèmes [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn22" name="_ftnref22" style="mso-footnote-id: ftn22;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[22]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">]. Le débit peut ainsi être très élevé, si désiré. Par
exemple, un fort débit peut être requis pour des procédés en cuvée requérant
plusieurs passages dans le sonoréacteur pour maximiser le traitement. Comme
dans les autres sonoréacteurs, une partie du liquide peut ne pas circuler dans
la zone de cavitation au cours d’un seul passage. Toutefois, le volume relatif
de la zone confinée des appareils <i style="mso-bidi-font-style: normal;">SonerTec</i>
est élevé par rapport à celui des autres systèmes. Comparer les figures 4 et 1,
et [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn23" name="_ftnref23" style="mso-footnote-id: ftn23;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[23]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">]. </span><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></p>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc167121001"></a><a name="_Toc168136616"></a><a name="_Toc196668463"></a><a name="_Toc196716669"><span style="mso-bookmark: _Toc196668463;"><span style="mso-bookmark: _Toc168136616;"><span style="mso-bookmark: _Toc167121001;"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Fonctionner sous pression</span></span></span></span></a><span style="mso-bookmark: _Toc167121001;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167121001;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.2pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Une autre caractéristique <b>exclusive </b>des sonoréacteurs de <i style="mso-bidi-font-style: normal;">SonerTec</i> est leur capacité de
fonctionner avec des liquides sous des pressions de plusieurs atmosphères, où
l’intensité de la cavitation acoustique, pour la même puissance électrique
fournie, peut être <b>des centaines de fois supérieure</b> à celle qu’on observe à la pression atmosphérique,
sans autodestruction. Ce phénomène a été démontré au début des années 1960 dans
l’ancienne URSS, grâce aux travaux de Sirotyuk [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn24" name="_ftnref24" style="mso-footnote-id: ftn24;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 10.5pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[24]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">]. On a étudié l’effet de la pression en mesurant la masse
d’aluminium dégagée par cavitation d’un petit bloc d’aluminium placée au foyer d’un
dispositif hémisphérique produisant des ondes quasi-sphériques convergentes.
Par exemple, il a été démontré que l’intensité de cavitation à 4 bars (400 kPA)
était environ 40 fois supérieure à celle mesurée à la pression atmosphérique
(100 kPA), ce rapport étant encore plus élevé pour une plus grande puissance à l’entrée
(figure 5). Comme nous le verrons aussi dans d’autres figures, cette méthode de
mesure par érosion est simple et pratique pour comparer les effets de la
cavitation acoustique.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15.05pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Plus récemment, Matula et Crum ont observe qu’une
augmentation de la pression hydrostatique dans une solution pouvait accroître
de deux ordres de grandeur la sonoluminescence, mais ils ne connaissaient
apparemment pas les travaux de Sirotyuk [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn25" name="_ftnref25" style="mso-footnote-id: ftn25;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[25]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">].<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15.05pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Ce phénomène a inspiré la conception des sonoréacteurs de <i style="mso-bidi-font-style: normal;">SonerTec</i>, et ils ont été fabriqués pour
fonctionner normalement à des pressions supérieures à la pression
atmosphériques où la cavitation est vraiment efficace. Les modèles actuels
peuvent fonctionner avec une pression de 6 bars (600 kPa). Dans l’avenir, cette
pression pourra être portée à des pressions bien supérieures, comme 50 bars (5
MPa) où l’activité de cavitation peut être <b style="mso-bidi-font-weight: normal;">des
milliers de fois</b> supérieure à celle mesurée à 1 bar. Ceci peut être
particulièrement utile pour la décontamination de grandes quantités d’eau ou la
dégradation efficace des boues. En effet, par exemple, un nombre considérable
de publications rapportent que la cavitation acoustique peut être utilisée pour
réduire radicalement la concentration d’une foule de polluants chlorés et
fluorés jusqu’à moins de 1 ppm [</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn26" name="_ftnref26" style="mso-footnote-id: ftn26;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[26]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">,</span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn27" name="_ftnref27" style="mso-footnote-id: ftn27;" title=""><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; font-size: 11pt; mso-ansi-language: EN-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[27]</span></span><!--[endif]--></span></span></span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">]. Une cavitation très énergique est particulièrement
efficace avec de l’eau fortement contaminée. <o:p></o:p></span></p>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; text-align: justify;">
<tbody><tr style="height: 338.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="height: 338.4pt; padding: 0cm 5.4pt; width: 249.95pt;" valign="top" width="333">
<p class="MsoNormal" style="line-height: 16pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 7.5pt; margin: 7.5pt 0cm 0cm 42.55pt; text-indent: -42.55pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><br /></span></p><p class="MsoNormal" style="line-height: 16pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 7.5pt; margin: 7.5pt 0cm 0cm 42.55pt; text-indent: -42.55pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><br /></span></p><p class="MsoNormal" style="line-height: 16pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 7.5pt; margin: 7.5pt 0cm 0cm 42.55pt; text-indent: -42.55pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Figure 5<span style="mso-spacerun: yes;"> </span>Effet de la pression hydrostatique sur la
masse d’aluminium érodée d’un petit bloc placé au foyer d’ondes sphériques
convergentes dans l’eau, en fonction de la tension appliquée aux
transducteurs, pour diverses valeurs de la pression [Sirotyuk]. On note
qu’avec la même excitation de 20 V (ligne rouge), l’efficacité de la
cavitation à 4 bars est environ 40 fois plus élevée qu’à 1 bar, et 80 fois
plus élevée à 10 bars. Si l’excitation est doublée à 4 bars, le graphique
montre que l’intensité de cavitation est environ 250 fois celle à 20 V et 1
bar…<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; margin: 7.5pt 0cm;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><o:p> </o:p></span></p>
</td>
<td style="height: 338.4pt; padding: 0cm 5.4pt; width: 250pt;" valign="top" width="333">
<p class="MsoNormal" style="line-height: 16pt; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; margin: 7.5pt 0cm;"><!--[if gte vml 1]><v:shape id="Image_x0020_3"
o:spid="_x0000_s1026" type="#_x0000_t75" alt="Figure 8 - Effet de la pression 1"
style='position:absolute;margin-left:36.35pt;margin-top:-76.6pt;width:148.9pt;
height:345pt;z-index:251659264;visibility:visible;mso-wrap-style:square;
mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;
mso-wrap-distance-right:9pt;mso-wrap-distance-bottom:0;
mso-position-horizontal:absolute;mso-position-horizontal-relative:text;
mso-position-vertical:absolute;mso-position-vertical-relative:text'>
<v:imagedata src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image009.jpg"
o:title="Figure 8 - Effet de la pression 1"/>
<w:wrap type="square"/>
</v:shape><![endif]--></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPhVgKDUHpVexpP264sWSAEyA5_lNiqsSPt8tz-IqPq0FpmZrpCsaQxNd47KdWDuI616J8Y2Aw7qIXQh6vAVYLdcIDOD7iTL9fAurPb2dcjJMtJHiOrCTqScYyEL6WFDk_CJ4Cka4dC8zqRGucZ3Ax0YnJcIwxfA4-I_Wv2LRP2w3IlEl_Wst6LmDK/s756/cavitation%20et%20pression.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="756" data-original-width="327" height="415" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPhVgKDUHpVexpP264sWSAEyA5_lNiqsSPt8tz-IqPq0FpmZrpCsaQxNd47KdWDuI616J8Y2Aw7qIXQh6vAVYLdcIDOD7iTL9fAurPb2dcjJMtJHiOrCTqScYyEL6WFDk_CJ4Cka4dC8zqRGucZ3Ax0YnJcIwxfA4-I_Wv2LRP2w3IlEl_Wst6LmDK/w179-h415/cavitation%20et%20pression.jpg" width="179" /></a></div><br />
</td>
</tr>
</tbody></table>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc167121002"></a><a name="_Toc168136617"></a><a name="_Toc196668464"></a><a name="_Toc196716670"><span style="mso-bookmark: _Toc196668464;"><span style="mso-bookmark: _Toc168136617;"><span style="mso-bookmark: _Toc167121002;"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">6.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Les systèmes en
fonction</span></span></span></span></a><span style="mso-bookmark: _Toc167121002;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></h3>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.2pt;"><span style="mso-bookmark: _Toc167121002;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Deux
modèles de sonoréacteurs SonerTec ont été conçus et réalisés. Le plus petit, <b style="mso-bidi-font-weight: normal;">modèle SR-31</b>, qui a une puissance
nominale de 5 kW, a un volume de traitement de 1 litre dans un tube de 75 mm.
Il est bien adapté aux bancs d’essais pour la mise au point de divers procédés
et les petites productions. Il est équipé d’un système de commande automatique
permettant de commander avec précision la puissance, la pression, la
température, le débit, dans des procédés en cuvée ou en continu. La figure 6
montre une des versions où l’on aperçoit le sonoréacteur cylindrique à droite
(jaune), monté sur un cabinet contenant le générateur de 5 kW à fréquence
moyenne (45 kHz) ainsi que le système de commande automatique. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.2pt;"><span style="mso-bookmark: _Toc167121002;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 10.5pt; mso-bidi-font-family: Arial;">Le noyau
du sonoréacteur est formé de 12 transducteurs prismatiques, chacun pouvant être
excité à plus de 400 watts. Le système peut fonctionner en circuit fermé avec
le réservoir à gauche contenant le liquide à traiter. Dans ce modèle
particulier servant au développement d’un procédé de traitement des boues sous
pression, une pompe à volume progressif (pompe à vis) force le liquide à
travers le tube central sans obstacles, et une valve à manchon sert à maintenir
automatiquement la pression. Ce modèle n’a pas de hublot pour l’observation.
Les valeurs appropriées de puissance, pression et débit sont maintenues
automatiquement. D’autres configurations sont possibles : par exemple, on
peut utiliser une pompe centrifuge pour la circulation, et un gaz comprimé pour
maintenir la pression dans le système avec un réservoir approprié. La photo de
la zone de cavitation de la figure 4 a été prise avec un tel dispositif équipé
de hublots. <o:p></o:p></span></span></p>
<span style="mso-bookmark: _Toc167121002;"></span>
<p align="center" class="MsoNormal" style="margin-bottom: 19.5pt; margin-left: 0cm; margin-right: 67.7pt; margin-top: 7.5pt; margin: 7.5pt 67.7pt 19.5pt 0cm; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ-nvTGAG1qsSAOmDBL1_7OFSWnpW5RstsnCybo3DWu19Ccg0_3Qa9-Q_A6wKC-tGitdrtgwHCZI_v0N939WU9dgp2v5pgJdgpfDin43rPV83oKDjK9Y918D-8JbhCWE1gp1qiO1KNRYK6Ufy-wkUiVGOUJJM71S6aA4S7CYVb2pgpttF5OJlYlHxs/s1115/banc%20SR-31.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="791" data-original-width="1115" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ-nvTGAG1qsSAOmDBL1_7OFSWnpW5RstsnCybo3DWu19Ccg0_3Qa9-Q_A6wKC-tGitdrtgwHCZI_v0N939WU9dgp2v5pgJdgpfDin43rPV83oKDjK9Y918D-8JbhCWE1gp1qiO1KNRYK6Ufy-wkUiVGOUJJM71S6aA4S7CYVb2pgpttF5OJlYlHxs/s320/banc%20SR-31.jpg" width="320" /></a></div><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt;">Figure 6</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt;"> </span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt;">-</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt;"> </span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt;">Le
banc d’essai </span><i style="font-family: "AvantGarde Md BT", sans-serif; font-size: 11pt;">SonerTec</i><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt;"> SR-31 de 5 kW <br /><div style="text-align: center;"><span style="font-size: 11pt; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;">pour la mise au point de procédés ou la
petite production.</span></div></span><p></p><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt;">
<o:p></o:p></span><p></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">L’autre modèle, le SR-42 de 50 kW (tube de 100 mm), appelé
« Digest Sonic », est destiné aux applications industrielles. Son
noyau est composé de deux groupes de 12 transducteurs prismatiques d’une
longueur d’environ 900 mm chacun (tourné de 90° dans la figure 7). Chaque
transducteur peut être alimenté avec un courant HF de 2 kW à environ 39 kHz. La
figure 8 montre un système expérimental installé à l’usine de traitement d’eau
d’Achères, près de Paris (France), la plus grande usine du genre en Europe. Il
sert à des essais sur le traitement des boues en amont d’un digesteur
anaérobie, afin de déterminer l’augmentation du volume de biogaz produit et la
diminution des résidus. La boue est injectée par une pompe à vis au bas du
sonoréacteur qui fait environ 2 m de haut, et la pression est maintenue par une
grosse valve à manchon qu’on distingue partiellement. À gauche, on aperçoit le
système de commande automatique et le générateur de courant HF. Ce système peut
fonctionner avec une pression interne variant de 1 à 6 bars (100 – 600 kPa).
Dans ce modèle, la pression est aussi limitée par la tuyauterie utilisée,
présentement du CPVC. Comme pour les petits modèles, la pression et les effets
de la cavitation pourront éventuellement être augmentés en utilisant une
tuyauterie appropriée, et en redessinant un peu la structure interne du
sonoréacteur. <o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbqDuqkq_oA3RpLWfIvJZnOLpnxMd_ZtCs0_Ab3va2QBM4RJQfqyskPstPzGNixV6GN4hMx8Pdejmu8rEX7ovLPQdlSURQbVeLVhU1z_OHuLpr0dQD5JZ_WfBNCBYSJ5j3Y6y_4HF-m_6gZ1yGryMsDHGbxrveIWA7Y7p6L-Ab1bolr4pGek_XTZXO/s830/coeur%20sonor%C3%A9acteur.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="241" data-original-width="830" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbqDuqkq_oA3RpLWfIvJZnOLpnxMd_ZtCs0_Ab3va2QBM4RJQfqyskPstPzGNixV6GN4hMx8Pdejmu8rEX7ovLPQdlSURQbVeLVhU1z_OHuLpr0dQD5JZ_WfBNCBYSJ5j3Y6y_4HF-m_6gZ1yGryMsDHGbxrveIWA7Y7p6L-Ab1bolr4pGek_XTZXO/w502-h146/coeur%20sonor%C3%A9acteur.jpg" width="502" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 11pt;">Figure 7</span><span style="font-size: 11pt; mso-spacerun: yes;"> </span><span style="font-size: 11pt;">-</span><span style="font-size: 11pt; mso-spacerun: yes;"> </span><span style="font-size: 11pt;">Le cœur du sonoréacteur de 50 kW (tourné de
90°).</span></div>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWaAuKAjBbCFbgYeCxCow9VDJqvDL3aCiJALz-_PhxQaey3pRRCl0s8GeHSDH7zCyUSiYgjeKnXw0xp_5lOq-DFGdXlNDfVUyiyF62AtvyqZjV4uiNlVWSxbpJZPyB7_RztsxpKP-fSMzS8JFjd-cS0PJnHFVtv1j9zz-SS1wAUFayamFV_3RM8Yvr/s614/syst%C3%A8me%20SR-42.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="520" data-original-width="614" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWaAuKAjBbCFbgYeCxCow9VDJqvDL3aCiJALz-_PhxQaey3pRRCl0s8GeHSDH7zCyUSiYgjeKnXw0xp_5lOq-DFGdXlNDfVUyiyF62AtvyqZjV4uiNlVWSxbpJZPyB7_RztsxpKP-fSMzS8JFjd-cS0PJnHFVtv1j9zz-SS1wAUFayamFV_3RM8Yvr/w484-h410/syst%C3%A8me%20SR-42.jpg" width="484" /></a></div><p class="MsoNormal" style="line-height: 16pt; margin: 18pt 0cm 6pt; text-align: center;"><span style="font-size: 11pt; text-align: justify;">Figure 8</span><span style="font-size: 11pt; mso-spacerun: yes; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;">-</span><span style="font-size: 11pt; mso-spacerun: yes; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;">Le système SR-42 « Digest Sonec »
servant au traitement de la boue en France.</span></p>
<h3 style="margin: 12pt 0cm 0cm 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc167121003"></a><a name="_Toc168136618"></a><a name="_Toc196668465"></a><a name="_Toc196716671"><span style="mso-bookmark: _Toc196668465;"><span style="mso-bookmark: _Toc168136618;"><span style="mso-bookmark: _Toc167121003;"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">7.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">L’effet puissant de la cavitation acoustique confinée</span></span></span></span></a><span style="mso-bookmark: _Toc167121003;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167121003;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 6pt 0cm 7.5pt; text-align: justify; text-indent: 14.45pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Quand une lame d’alliage d’aluminium dur de 0,6 mm
d’épaisseur est insérée dans la zone de cavitation de la figure 4, on observe
que le centre est percé en moins d’une minute. La photo de la figure 9 montre
clairement l’effet d’une irradiation de 3 minutes dans le petit sonoréacteur
SR-31, à 4 kW, 4,4 bars. La longueur totale de la région érodée est d’environ
240 mm, la zone centrale fortement érodée fait environ 100 mm, alors que les
transducteurs ont une longueur d’environ 210 mm. Le diamètre du tube étant de
75 mm, le rapport longueur/diamètre est d’environ 3. Cette photo illustre
particulièrement les effets de bout prédits par la théorie de diffraction des
ondes. Si le même tube était beaucoup plus long, les effets de bout seraient
sensiblement les mêmes, tandis que la zone d’intensité relativement uniforme
serait plus longue et efficace. Ceci a été bien confirmé dans le modèle de 50
kW (fig. 8) équipé d’un tube de PTFE d’une longue de 1800 mm, où le rapport
longueur/diamètre est de 18.<o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD3umnZlVkr-2C6J9TtoHlsRmexBQwt8fzexQrAnIG5qgrXpKvEsOL5zGk-FxVrSL3LUgh6vB7HPdMkwhhsf7LgJaKJI3DHm6kuYPh36CX5TbfvfJv3EPJNlDQ0shuWCzi8Z8nfoldbotRWg1xg5Ab7CBGt30Vey8950B70d1mGk8fGrdpRlRb-IPV/s1024/%C3%89rosion%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="330" data-original-width="1024" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD3umnZlVkr-2C6J9TtoHlsRmexBQwt8fzexQrAnIG5qgrXpKvEsOL5zGk-FxVrSL3LUgh6vB7HPdMkwhhsf7LgJaKJI3DHm6kuYPh36CX5TbfvfJv3EPJNlDQ0shuWCzi8Z8nfoldbotRWg1xg5Ab7CBGt30Vey8950B70d1mGk8fGrdpRlRb-IPV/w530-h171/%C3%89rosion%201.jpg" width="530" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 11pt; text-align: justify;">Figure
9</span><span style="font-size: 11pt; mso-spacerun: yes; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;">-</span><span style="font-size: 11pt; mso-spacerun: yes; text-align: justify;">
</span><span style="font-size: 11pt; text-align: justify;">Érosion d’une lame d’alliage d’aluminium dur de 0,6 mm pendant 3 minute
dans le modèle SR-31</span></div>
<p class="MsoNormal" style="line-height: 16pt; margin: 6pt 0cm 7.5pt; text-align: justify; text-indent: 14.45pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">La figure 10 montre l’effet de la cavitation acoustique sur une lame de 1,5 mm d’épaisseur insérée dans le tube, avec une irradiation de 50 kW, 39 kHz à 6 bars pendant 5 minutes. <b style="mso-bidi-font-weight: normal;">Les figures 9 et 10 sont peut-être les meilleures illustrations des capacités uniques des nouveaux sonoréacteurs de <i style="mso-bidi-font-style: normal;">SonerTec</i>.<o:p></o:p></b></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs0dERc6qqDTPam1hR0wpMyoFIuOSGdF-yT7Y4tryqI2BZ8nhCHEbNzod7_xYcl7iSlxVWzLl20oXq4vjgp6LIC2BV3rqiERmzA5Y2bVIQ3e85IJuipeTS13ZK80N451df1FTIiWuzRU0_mgnP_fWmsLvx1-d4rlvog3-zhcrhQ1RPvmqgYHlMj6w1/s661/%C3%89rosion%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="260" data-original-width="661" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs0dERc6qqDTPam1hR0wpMyoFIuOSGdF-yT7Y4tryqI2BZ8nhCHEbNzod7_xYcl7iSlxVWzLl20oXq4vjgp6LIC2BV3rqiERmzA5Y2bVIQ3e85IJuipeTS13ZK80N451df1FTIiWuzRU0_mgnP_fWmsLvx1-d4rlvog3-zhcrhQ1RPvmqgYHlMj6w1/w492-h194/%C3%89rosion%202.jpg" width="492" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify;">Figure
10</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify;"> </span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify;">-</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify;">
</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify;">Érosion d’une lame d’alliage d’aluminium dur de 1,5 mm</span></div><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt;"><div style="text-align: center;"><span style="font-size: 11pt;">pendant 5 minute dans le modèle SR-42.</span></div><o:p></o:p></span><p></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Un autre effet impressionnant d’une zone de cavitation
acoustique confinée dans ces sonoréacteurs est la fragmentation des particules
de boue telle qu’illustrée dans les figures 11 et 12. Dans la première, le
cylindre 1 contient de la boue secondaire non traitée provenant d’une usine de
papier (Kruger, Trois-Rivières). Les autres cylindres contiennent la même boue
qui a été traitée avec une <i style="mso-bidi-font-style: normal;">énergie spécifique
de cavitation</i> (ESC) croissante de gauche à droite (2 à 9) d’environ 10 à
200 joules/cm<sup>3</sup>. Cette énergie est le produit de la puissance
électrique d’entrée par le temps de traitement. Pendant ces essais, la
puissance maximale utilisée était seulement de 1200 W, avec une pression de 2,5
bars. Plus tard, avec un nouveau générateur, la puissance a pu être portée à
près de 5 kW avec une pression de 4,5 bars. On observe qu’avec une ESC de
seulement 10 joules/cm<sup>3</sup> la partie solide noire est déjà modifiée et
surnage la partie liquide. Les microphotographies à 100X de la figure 12
comparent la boue non traitée (#1) avec celle traitée à 10 joules/cm<sup>3</sup>
(#2). On peut constater que les flocs présents dans la boue non traitée sont
largement dispersés avec cette faible ESC. De plus, une forte proportion des
micro-organismes tels que celui à côté du -100X- sont détruits.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">À mesure qu’on augmente l’énergie spécifique de cavitation,
un autre effet apparaît à cause de la puissante action oxydante de la
cavitation acoustique dans l’eau : la stérilisation. Tous les tubes ont
été scellés après le traitement. Or, après 15 jours à la température de la
pièce, aucune moisissure n’est apparue sur le liquide dans les cylindres 8 et 9
(~100 et ~200 joules/cm<sup>3</sup>, ce qui indique la destruction efficace des
micro-organismes.<o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoT1CEgIjPr3HM_ynODAfdam9O282cJLUVGSaVFwcV29jmc93EvA73yyn8zKgnAWjzpYvtlwtIi3k2lL-JYErYs_MDAT6tytdmOh2l0xNIT0rXlc87Ml9OWMShiT4egqN0uGkwIJW5xeQ5hN4NOWdhrBCJtq9ACWtIjJbyOJT_cx310eJ9DiY1LTHV/s912/Effet%20boues.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="586" data-original-width="912" height="279" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoT1CEgIjPr3HM_ynODAfdam9O282cJLUVGSaVFwcV29jmc93EvA73yyn8zKgnAWjzpYvtlwtIi3k2lL-JYErYs_MDAT6tytdmOh2l0xNIT0rXlc87Ml9OWMShiT4egqN0uGkwIJW5xeQ5hN4NOWdhrBCJtq9ACWtIjJbyOJT_cx310eJ9DiY1LTHV/w434-h279/Effet%20boues.jpg" width="434" /></a></div><p class="MsoNormal" style="line-height: 16pt; margin: 18pt 0cm 7.5pt; text-align: center;"><span style="font-size: 11pt; text-align: justify;">Figure 11</span><span style="font-size: 11pt; mso-spacerun: yes; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;">-</span><span style="font-size: 11pt; mso-spacerun: yes; text-align: justify;"> </span><span style="font-size: 11pt; text-align: justify;">Effet de la cavitation acoustique sur la boue
secondaire d’une usine de papier (Kruger).</span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Nous avons aussi observé l’action oxydante de la cavitation
en traitant de petites cuvées de jeunes whiskys et brandies avec le modèle
SR-31. Un traitement d’une vingtaine de minutes leur a donné une
« rondeur » que certains goûteurs ont comparée à celle donnée par une
maturation de 8 à 10 ans!<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Nous avons aussi fait quelques essais de production de nanoparticules
de cuivre et de silicium dans le sonoréacteur SR-31. Le matériau de base était
de la poudre de cuivre servant au brasage et de la poudre de silicium fournie
par un fabricant local (<i style="mso-bidi-font-style: normal;">Industries SKW
inc</i>., Bécancour). La grosseur initiale de ces particules était voisine de
100 micromètres. Dans les deux cas on a traité une boue préparée avec 3 kg de
poudre dans 40 litres d’eau déminéralisée. On a traité avec une puissance
maximale de 2 kW disponible à l’époque, sous une pression de 3 bars, pendant 40
minutes. Les particules résultantes ont été comparées aux particules initiales
au moyen d’un microscope optique avec un grossissement maximale de 800X. Dans
les deux cas, on a observé un fort décalage vers les petites dimensions, et on
a évalué en gros que 15% des particules avaient moins de 10 micromètres. Nous
n’avions pas l’équipement pour mesurer de plus petites particules. <o:p></o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-iVB3G6W6jyfm7Dq00zsxQgmAgDrqpBTkxWF_d92hd_MZVp5-mYnApRmRDWhJG9HmKT6HWX-qcRF7zykg7wUDp6i9-OLEBAi7AlFYBkU6yVLZFEWHtUfyihWZHl1P-pH1bNJ-FCR3VAXIIk4EQe39PdnPv7z9Uqci3ib6MBcJ6Q1n6LagaznmdAqZ/s1039/Effet%20boues%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="343" data-original-width="1039" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-iVB3G6W6jyfm7Dq00zsxQgmAgDrqpBTkxWF_d92hd_MZVp5-mYnApRmRDWhJG9HmKT6HWX-qcRF7zykg7wUDp6i9-OLEBAi7AlFYBkU6yVLZFEWHtUfyihWZHl1P-pH1bNJ-FCR3VAXIIk4EQe39PdnPv7z9Uqci3ib6MBcJ6Q1n6LagaznmdAqZ/w534-h177/Effet%20boues%202.jpg" width="534" /></a></div><p class="MsoNormal" style="line-height: 16pt; margin: 12pt 0cm 7.5pt; text-align: center;"><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify; text-indent: -2cm;">Figure 12</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify; text-indent: -2cm;"> </span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify; text-indent: -2cm;">-</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify; text-indent: -2cm;">
</span><span face=""AvantGarde Md BT", sans-serif" style="font-size: 11pt; text-align: justify; text-indent: -2cm;">Microphotographies à 100X. À gauche : boue non traitée. <br /></span><span style="font-size: 11pt; text-indent: -2cm;">À droite : boue traitée avec une énergie spécifique de cavitation de 10
joules/cm</span><sup style="text-indent: -2cm;">3</sup><span style="font-size: 11pt; text-indent: -2cm;">.</span></p><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt;"><o:p></o:p></span><p></p>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc167121004"></a><a name="_Toc168136619"></a><a name="_Toc196668466"></a><a name="_Toc196716672"><span style="mso-bookmark: _Toc196668466;"><span style="mso-bookmark: _Toc168136619;"><span style="mso-bookmark: _Toc167121004;"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">8.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Détermination des conditions de traitement</span></span></span></span></a><span style="mso-bookmark: _Toc167121004;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167121004;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Les conditions de fonctionnement doivent être déterminées
pour chaque procédé avec un banc d’essai avant de passer à l’échelle
industrielle. Selon le procédé en cause, on peut avoir besoin de cavitation
énergique ou faible. Chaque procédé requiert une certaine énergie spécifique de
cavitation (ESC) pour une valeur donnée de pression et de puissance au-dessus
du seuil de cavitation. Par exemple, comme nous l’avons vu plus haut, nos essais
ont montré que les boues municipales ou industrielles commencent à être
visuellement modifiées avec une ESC de 10 joules/cm<sup>3</sup>, avec une
puissance de 1200 W sous une pression de 2,5 bars. Avec une ESC supérieure à
200 joules/cm<sup>3</sup>, la boue semble complètement stérilisée du fait de
l’éclatement micro-organismes et de leur oxydation par les radicaux libres
produits. Avec le nouveau générateur de courant HF de 5 kW installé plus tard,
une destruction plus complète aurait normalement été observée, mais le temps
n’était pas disponible pour de nouveaux essais.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Nous avons de plus fait quelques essais sur la
cristallisation du sucre. Nous avons observé une plus grande production de
cristaux fins et uniformes à basse pression et faible puissance au-dessus du
seuil de cavitation. Une forte cavitation semble détruire les cristaux aussitôt
formés.<o:p></o:p></span></p>
<h3 style="margin-left: 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc196716673"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">9.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Versatilité</span></a><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></h3>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Une caractéristique intéressante de ce type de sonoréacteurs
est leur capacité d’être facilement adaptés à des applications très diverses
avec un minimum de modifications, y compris aux systèmes périphériques :
tuyauterie, pompes, électronique, etc. Par exemple, s’il faut traiter des
liquides corrosifs on utilisera une tuyauterie externe en acier inoxydable
approprié ou en <i style="mso-bidi-font-style: normal;">PTFE</i>. Diverses
améliorations sont prévues pour les prochains modèles qui augmenteront le
volume relatif de la zone de cavitation et le rendement. Il faut noter que ces
systèmes de sonoréacteur sont conçus pour être simplement insérés dans un
procédé existant, avec un minimum de changements. La superficie occupée par un
SR-42 est typiquement de seulement 2 x 3 m environ (figure 8). De plus, pour
traiter de très grands volumes, on peut mettre plusieurs unités en série ou en
parallèle, ou les deux.<o:p></o:p></span></p>
<h3 style="margin-left: 21.3pt; text-align: justify; text-indent: -18pt;"><a name="_Toc167121005"></a><a name="_Toc168136620"></a><a name="_Toc196668467"></a><a name="_Toc480737394"></a><a name="_Toc480737546"></a><a name="_Toc196716674"><span style="mso-bookmark: _Toc480737546;"><span style="mso-bookmark: _Toc480737394;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="color: #0f243e; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">10.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black;">Domaines d’applications démontrés et marché</span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><o:p></o:p></span></span></span></span></h3>
<p class="MsoNormal" style="line-height: 15pt; margin: 6pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -14.2pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="color: black; font-family: Symbol; font-size: 11pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">La<b style="mso-bidi-font-weight: normal;">
chimie industrielle :</b> ces nouveaux sonoréacteurs pourront <span style="mso-bidi-font-weight: bold;">remplacer</span> de nombreux types de
réacteurs chimiques industriels conventionnels existants, en plus de remplacer
certaines autres techniques pour faire <b>plus vite</b> et <b>mieux</b>. De
nombreux travaux de recherche ont démontré que <b style="mso-bidi-font-weight: normal;">la cinétique</b> d’un nombre considérable de réactions chimiques peut
être très <b style="mso-bidi-font-weight: normal;">fortement activée</b> en
présence de cavitation acoustique, particulièrement en chimie organique :
jusqu’à 100 000 fois ! [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn28" name="_ftnref28" style="mso-footnote-id: ftn28;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[28]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">]. La cavitation
peut souvent <b style="mso-bidi-font-weight: normal;">remplacer</b> largement les
coûteux catalyseurs utilisés dans de nombreux procédés.<o:p></o:p></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; text-align: justify; text-indent: -14.15pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">La <b>réactivation</b> <b>des catalyseurs</b> en
poudre (zéolithe et autres) dans l’industrie pétrochimique et d’autres, une
opération de <b><i style="mso-bidi-font-style: normal;">valorisation</i></b> :
la cavitation produit un nettoyage profond des pores du catalyseur. Une
raffinerie typique peut utiliser plusieurs tonnes par jour de catalyseurs
spéciaux qui coûtent près de 2000$ la tonne. <o:p></o:p></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 6pt 1.7pt 9pt 14.2pt; text-align: justify;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">La <b style="mso-bidi-font-weight: normal;">cristallisation</b>
d’une foule de composés peut être accélérée et améliorée en présence de
cavitation acoustique. Il y a déjà quelques applications remarquables dans le
domaine pharmaceutique [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn29" name="_ftnref29" style="mso-footnote-id: ftn29;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[29]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">]. À plus grande échelle industrielle, on a déjà
réalisé un système qui améliore considérablement la cristallisation et la
purification de l’alumine à partir de la bauxite [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn30" name="_ftnref30" style="mso-footnote-id: ftn30;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[30]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">].<o:p></o:p></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 6pt 1.7pt 9pt 14.2pt; text-align: justify;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">Le<b style="mso-bidi-font-weight: normal;"> traitement
des pâtes à papier</b> : de nombreux travaux en laboratoire ont démontré
que le traitement des pâtes à papier par cavitation acoustique permet
d’améliorer le blanchiment des pâtes et produit une fibrillation qui donne plus
de force et d’opacité au papier [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn31" name="_ftnref31" style="mso-footnote-id: ftn31;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[31]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">]. De nombreux autres travaux démontrent aussi que
ce traitement peut améliorer fortement le désencrage des fibres de papiers
usagés [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn32" name="_ftnref32" style="mso-footnote-id: ftn32;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[32]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">].<o:p></o:p></span></span></span></span></p>
<p class="MsoListParagraph" style="margin-left: 14.2pt; text-align: justify; text-indent: -14.15pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;">La <b style="mso-bidi-font-weight: normal;">production
de</b> <b style="mso-bidi-font-weight: normal;">nanoparticules et nanofibres</b>
[</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn33" name="_ftnref33" style="mso-footnote-id: ftn33;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[33]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;">]. Les <b style="mso-bidi-font-weight: normal;">poudres nanométriques</b>, sont de plus en plus en demande pour de
nombreuses utilisations : peintures, produits pharmaceutiques, etc.<span style="mso-spacerun: yes;"> </span>D’autre part, « </span></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><i style="mso-bidi-font-style: normal;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;">Les <b>fibrilles de cellulose</b>, qui
sont noyées dans une matrice de lignine dans les parois cellulaires du bois,
confèrent à ce dernier sa stabilité et son extraordinaire résistance à la
traction; des fonctionnalités qui sont aussi recherchées dans les matériaux en
général. </span></i></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><i style="mso-bidi-font-style: normal;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;">Les fibrilles de cellulose isolées
selon ces différentes méthodes ont été utilisées pour produire des composites
avec des polymères tels que l’alcool polyvinylique ou l’hydroxypropylcellulose.
Les essais réalisés sur ces composites montrent que leur résistance à la
traction augmente avec l’accroissement de leur teneur en fibres pour atteindre
jusqu’à cinq fois celle du polymère seul, cela même lorsque les fibres sont
dispersées de manière désordonnée dans la matrice de polymère</span></i></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;"> »</span></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;"> [</span></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn34" name="_ftnref34" style="mso-footnote-id: ftn34;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[34]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;">,</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn35" name="_ftnref35" style="mso-footnote-id: ftn35;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[35]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;">].
Considérant la capacité de la cavitation acoustique de fractionner et nettoyer
les particules, ainsi que les résultats de certains travaux, on fait
l’hypothèse que des nanofibrilles de cellulose peuvent être produites
efficacement dans un sonoréacteur [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn36" name="_ftnref36" style="mso-footnote-id: ftn36;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[36]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: "Arial\,Bold"; mso-bidi-font-weight: bold;">] ce
qui ouvre la porte à la création de <b>nouveaux produits à valeur ajoutée</b> :
pellicules transparentes et biodégradables pour l’emballage qui pourront
remplacer les plastiques, matériaux composites, additifs pour renforcer le
papier et utiliser moins de matière première...</span></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial;"><o:p></o:p></span></span></span></span></p>
<p class="MsoNormal" style="line-height: 15pt; margin: 6pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -14.2pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="color: black; font-family: Symbol; font-size: 11pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">L<b>’extraction </b><span style="mso-bidi-font-weight: bold;">de diverses substances à grande valeur
ajoutée</span> de la matière première organique est une voie d’avenir. La
cavitation acoustique produit la rupture des cellules de nombreuses plantes
terrestres et marines, graines, etc. et favorise grandement l’extraction de
substances utiles, plus rapidement que les procédés conventionnels de
macération et agitation. Par exemple, diverses molécules qui font partie de la
famille des taxanes dont le <i style="mso-bidi-font-style: normal;">paclitaxel</i>
ou « <i style="mso-bidi-font-style: normal;">taxol</i> » (plus de 600$
le gramme!) qui a des propriétés anticancéreuses sont extraites beaucoup plus
rapidement en présence de cavitation acoustique. [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn37" name="_ftnref37" style="mso-footnote-id: ftn37;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[37]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">,</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn38" name="_ftnref38" style="mso-footnote-id: ftn38;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[38]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">] Un
autre exemple est l’extraction de la chitine et du chitosane des carapaces de
crustacés, un autre produit ayant une grande valeur ajoutée dans la
pharmacologie [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn39" name="_ftnref39" style="mso-footnote-id: ftn39;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[39]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">].<o:p></o:p></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 6pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -14.25pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">La <b>décontamination</b> de l’eau fortement
contaminée <u>sans aucun</u> produit chimique ajouté. De nombreux travaux de
recherche ont démontré que la <b>destruction</b> des contaminants biologiques
(tous les micro-organismes) et organiques (composés chlorés, fluorés,
aromatiques, polycycliques...) est <b>efficace et radicale</b>, contrairement à
celle produite par les ultraviolets (UV) : ces derniers ont surtout pour
effet de détraquer le code génétique des micro-organismes, ce qui les
empêcherait de se reproduire; <u>on les considère</u> comme morts [</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn40" name="_ftnref40" style="mso-footnote-id: ftn40;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[40]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">]. Ce qui n’empêche pas les mutations éventuellement
dangereuses...[</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn41" name="_ftnref41" style="mso-footnote-id: ftn41;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[41]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">] <o:p></o:p></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 2.25pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -18pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">La <b style="mso-bidi-font-weight: normal;">décontamination
des sols</b> est aussi une application démontrée qui est prometteuse dans
plusieurs cas. <b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 2.25pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -18pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">La <b style="mso-bidi-font-weight: normal;">production
d’émulsions stables</b> de carburants et d’eau qui sont plus efficace et moins
polluantes que les carburants purs. <b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 2.25pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -18pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">L’hydrogénation
des huiles</span></b></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">...<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 6pt 0cm 9pt 18pt; text-align: justify; text-indent: -18pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">La <b style="mso-bidi-font-weight: normal;">dégradation</b>
des <span style="mso-bidi-font-weight: bold;">boues</span> <span style="mso-bidi-font-weight: bold;">industrielles et municipales</span> est une
application démontrée des sonoréacteurs dont le potentiel est énorme. Le
traitement par sonoréacteur fait éclater les cellules de la matière biologique
des boues et la rend plus digestible dans les digesteurs anaérobies des usines
modernes de traitement des eaux usées qui servent à réduire la masse des
résidus.<span style="mso-spacerun: yes;"> </span>Des essais et des installations
particulièrement en Allemagne ont démontré une diminution supplémentaire des
résidus de l’ordre de 15 à 30% après traitement par cavitation acoustique,
accompagnée d’une augmentation du même ordre de la quantité de biogaz produits
[</span></span></span></span><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftn42" name="_ftnref42" style="mso-footnote-id: ftn42;" title=""><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[42]</span></span><!--[endif]--></span></span></span></span></span></span></a><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">]. D’une façon générale, on considère des
applications au traitement des <b>effluents industriels</b> pour leur
destruction, leur recyclage et leur valorisation (purins, rejets d’abattoirs,
etc.)<o:p></o:p></span></span></span></span></p>
<p class="Palatino11pt" style="line-height: 15pt; margin: 2.25pt 0cm 9pt 14.2pt; text-align: justify; text-indent: -18pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">L</span></b></span></span></span><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" style="mso-bidi-font-family: Arial;">a <b style="mso-bidi-font-weight: normal;">maturation</b>
accélérée des boissons alcooliques par oxydation. Etc. <b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></span></span></span></p>
<h3 style="margin: 18pt 0cm 3pt 21.3pt; text-align: justify; text-indent: -18pt;"><span style="mso-bookmark: _Toc196668467;"><span style="mso-bookmark: _Toc168136620;"><span style="mso-bookmark: _Toc167121005;"><a name="_Toc196716675"><!--[if !supportLists]--><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">11.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">Efficacité</span></a></span></span></span><span style="mso-bookmark: _Toc167121005;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167121005;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">L’énergie <i style="mso-bidi-font-style: normal;">E</i> en
joules (J) utilisée pour élever la température du liquide qui traverse le
sonoréacteur est donnée par :<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> <i> E = m c </i>D<i>T</i></span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"><i> </i> </span>(1)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">où <i style="mso-bidi-font-style: normal;">m</i> est la masse du
liquide en grammes, <i style="mso-bidi-font-style: normal;">c</i> est sa chaleur
spécifique (4,18 J g<sup>-1 </sup>°C<sup>-1</sup>), et D</span><i style="mso-bidi-font-style: normal;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">T</span></i><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"> est l’élévation de température en °C.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">L’efficacité ou rendement d’un sonoréacteur est une grandeur
qui n’est pas très bien définie dans plusieurs publications. La plupart du
temps, c’est cette énergie E divisée par l’énergie électrique fournie <i style="mso-bidi-font-style: normal;">E</i><sub>e </sub>:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin-bottom: 7.5pt; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2dHGzd-IN2_yzIIUL8MsDCI0qs9acrA24Qg03Mi0cvVtBaIPnBMOcD1prMG-k4H56aMLhhEaonc6dI3v8Ebgvy27yDs0TcHH2EKExVZkW0gahE2s6Y3hi3ytXMmvu8jgofwRHXjVN88dyHRR-7ggJNh3DqnQ3qyEl825Vi8zgkomUTG8pTQJaknzJ/s87/Efficacit%C3%A9.jpg" style="font-size: 11pt; margin-left: 1em; margin-right: 1em; text-align: center; text-indent: 15pt;"><img border="0" data-original-height="70" data-original-width="87" height="53" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2dHGzd-IN2_yzIIUL8MsDCI0qs9acrA24Qg03Mi0cvVtBaIPnBMOcD1prMG-k4H56aMLhhEaonc6dI3v8Ebgvy27yDs0TcHH2EKExVZkW0gahE2s6Y3hi3ytXMmvu8jgofwRHXjVN88dyHRR-7ggJNh3DqnQ3qyEl825Vi8zgkomUTG8pTQJaknzJ/w66-h53/Efficacit%C3%A9.jpg" width="66" /></a> </span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>(2)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Mais, dans la plupart des autres sonoréacteurs, une grande
partie de l’élévation de température du liquide traité est causée par le
refroidissement des transducteurs! Il en résulte donc une surestimation du
rendement de la cavitation acoustique. Dans les systèmes de SonerTec, les
transducteurs à haut rendements sont refroidis séparément par une circulation
d’huile et ils sont assez bien isolés du liquide traité par le tube en PTFE (<i style="mso-bidi-font-style: normal;">Téflon</i><sup>md</sup>), un bon isolant.
D’autre part, le tube absorbe une certaine fraction de l’énergie acoustique à
40 kHz qui traverse sa paroi. C’est pourquoi son épaisseur est généralement
inférieure à 5 mm. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Ainsi, la majeure partie de l’élévation de température dans
un sonoréacteur SonerTec est due à l’énergie acoustique de cavitation <i style="mso-bidi-font-style: normal;">E</i><sub>a</sub>. L’énergie électrique à
l’entrée étant <i style="mso-bidi-font-style: normal;">E</i><sub>e</sub>, on peut
définir approximativement l’efficacité de cavitation comme :<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDeW8GhyGVy6mJ7ItFJJt8QNHlquAAOo1_eC99-wThqSppICax70HFUPf-7ATLOhjZHbiKo_v81O_23cS84gfgV7m9CV7Y7M4A0wFjo8GoVnKONIxjyhQYgPPJ_hLvH-cNkiztmRgoS3KWU3m37_OGeQ53XfuojdkCslVCZ0tdHrixzJlDoeqZXcLA/s106/eff.%20cavitation.jpg" style="font-size: 11pt; margin-left: 1em; margin-right: 1em; text-align: center; text-indent: 15pt;"><img border="0" data-original-height="64" data-original-width="106" height="48" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDeW8GhyGVy6mJ7ItFJJt8QNHlquAAOo1_eC99-wThqSppICax70HFUPf-7ATLOhjZHbiKo_v81O_23cS84gfgV7m9CV7Y7M4A0wFjo8GoVnKONIxjyhQYgPPJ_hLvH-cNkiztmRgoS3KWU3m37_OGeQ53XfuojdkCslVCZ0tdHrixzJlDoeqZXcLA/w79-h48/eff.%20cavitation.jpg" width="79" /></a></span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>(3)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;">où</span><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><span style="mso-text-raise: -5.0pt; position: relative; top: 5pt;"><!--[if gte vml 1]><v:shape id="_x0000_i1028" type="#_x0000_t75"
style='width:8.5pt;height:16pt' o:ole="">
<v:imagedata src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image031.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="21" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image032.gif" v:shapes="_x0000_i1028" width="11" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1028"
DrawAspect="Content" ObjectID="_1705855733">
</o:OLEObject>
</xml><![endif]--></span><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><span style="mso-tab-count: 1;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQlA6MmLfdroflhy0h97jW-asqJwLefvrqUtCLGEEn87qIVdhY7djRQWdGsK69sWi4oHWdRYQrFeGfc8squfnfg61bNOOo6vngClM_EH0Urmzb4QTv17Bl96U6Nd5bgLCnKloB_g2PVevbhXQuGWIyltCkpRFMU21P9c_p4ONyAb3X4kIkwH5uJ6wP/s157/Eff.%20cav.%201.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="39" data-original-width="157" height="29" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQlA6MmLfdroflhy0h97jW-asqJwLefvrqUtCLGEEn87qIVdhY7djRQWdGsK69sWi4oHWdRYQrFeGfc8squfnfg61bNOOo6vngClM_EH0Urmzb4QTv17Bl96U6Nd5bgLCnKloB_g2PVevbhXQuGWIyltCkpRFMU21P9c_p4ONyAb3X4kIkwH5uJ6wP/w115-h29/Eff.%20cav.%201.jpg" width="115" /></a></span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black;"><span style="mso-tab-count: 1;"> </span>(4)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Bien sûr,
une telle définition donne de plus faibles valeurs que celles publiées pour les
autres sonoréacteurs. Toutefois, elles sont probablement plus réalistes. Les
mesures faites par SonerTec donnent des rendements <span style="mso-no-proof: yes; mso-text-raise: -6.0pt; position: relative; top: 6pt;"><!--[if gte vml 1]><v:shape
id="Image_x0020_543" o:spid="_x0000_i1030" type="#_x0000_t75" style='width:13pt;
height:18pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image035.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="24" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image036.gif" v:shapes="Image_x0020_543" width="17" /><!--[endif]--></span>qui atteignent 50%. Les divers
perfectionnements des futurs modèles devraient donner des rendements plus
élevés. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 15pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Mais,
finalement, le rendement réel et efficace d’un sonoréacteur est mesuré
essentiellement par la réduction du coût total du procédé par tonne de liquide
traité par rapport au procédé régulier. <o:p></o:p></span></p>
<h3 style="margin: 18pt 0cm 3pt 1cm; text-align: justify; text-indent: -1cm;"><a name="_Toc167121006"></a><a name="_Toc168136621"></a><a name="_Toc196668468"></a><a name="_Toc196716676"><span style="mso-bookmark: _Toc196668468;"><span style="mso-bookmark: _Toc168136621;"><span style="mso-bookmark: _Toc167121006;"><!--[if !supportLists]--><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">12.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">Capacité de traitement</span></span></span></span></a><span style="mso-bookmark: _Toc167121006;"><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></span></h3>
<span style="mso-bookmark: _Toc167121006;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.2pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Le volume de liquide qui peut être traité par unité de temps
dépend essentiellement de l’énergie spécifique de cavitation (ESC) requise pour
réaliser un effet chimique ou mécanique donné. Supposons, par exemple, qu’un
certain procédé requiert une ESC raisonnable <i style="mso-bidi-font-style: normal;">S</i> = 20 J/cm<sup>3</sup>, et que le SR-42 fonctionne à pleine
puissance <i style="mso-bidi-font-style: normal;">P</i> = 50 kW. L’énergie
fournie en 1 heure est alors :<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.2pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5iG8I6eM7dMKeGoayaX8lodxnaosDzxTVQHYB90SPAtTvbESHvrBHbRzir4EFitLAXA4LlZ2pmsUFV8JdYLqbHYTPuwOL6yQ8KJpJx4SQZLhPky2nBw-Si1kzbFpDU_qBiEQsEMCJHhaB78PMFXLdPUwYLaQd-qcB7SY-NdONg5X57ItBq8qau8bH/s528/capa.%20traitement.jpg" style="font-size: 11pt; margin-left: 1em; margin-right: 1em; text-align: center; text-indent: 14.2pt;"><img border="0" data-original-height="42" data-original-width="528" height="25" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5iG8I6eM7dMKeGoayaX8lodxnaosDzxTVQHYB90SPAtTvbESHvrBHbRzir4EFitLAXA4LlZ2pmsUFV8JdYLqbHYTPuwOL6yQ8KJpJx4SQZLhPky2nBw-Si1kzbFpDU_qBiEQsEMCJHhaB78PMFXLdPUwYLaQd-qcB7SY-NdONg5X57ItBq8qau8bH/s320/capa.%20traitement.jpg" width="320" /></a> </span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial; mso-bidi-font-style: italic;"><span style="mso-tab-count: 1;"> </span></span><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-bidi-font-style: italic;">(5)</span><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial; mso-bidi-font-style: italic;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Le débit correspondant est alors facilement calculé :<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 14pt; mso-bidi-font-family: Arial; mso-bidi-font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span face=""AvantGarde Md BT",sans-serif" lang="EN-US" style="color: black; font-size: 11pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial; mso-bidi-font-style: italic;"><span style="mso-tab-count: 1;"> </span></span><span style="font-size: 11pt;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbE63DfQ4Wl298tiC8EjLrmNyIxmIbx_F-ifXEEsAAm9NbE_0qMKPKkfq4TbeV5qKALn03gj0PRHNAiU7uuQi9RhoqVPCN8FSm2xyOs7CmN_6-zbxV_xEsgljFEZzjQXNHkI0Vbcgy8pCnY7EerVl7o-SZ87G9gAl2FztnbNs7kUKiq4fyyfU1DbP5/s561/Capture%20d%E2%80%99%C3%A9cran%202022-09-12%20212050.jpg" style="font-size: 11pt; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="64" data-original-width="561" height="37" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbE63DfQ4Wl298tiC8EjLrmNyIxmIbx_F-ifXEEsAAm9NbE_0qMKPKkfq4TbeV5qKALn03gj0PRHNAiU7uuQi9RhoqVPCN8FSm2xyOs7CmN_6-zbxV_xEsgljFEZzjQXNHkI0Vbcgy8pCnY7EerVl7o-SZ87G9gAl2FztnbNs7kUKiq4fyyfU1DbP5/s320/Capture%20d%E2%80%99%C3%A9cran%202022-09-12%20212050.jpg" width="320" /></a> <span style="font-size: 11pt; mso-tab-count: 1;"> </span><span style="font-size: 11pt;">(6)</span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.2pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt; mso-bidi-font-style: italic;">Ce débit est
inversement proportionnel à l’ESC. Pour de plus grands débits, on peut
installer un nombre quelconque d’unités en série ou en parallèle.<o:p></o:p></span></p>
<h3 style="margin: 18pt 0cm 3pt 1cm; text-align: justify; text-indent: -1cm;"><a name="_Toc168136622"></a><a name="_Toc196668469"></a><a name="_Toc196716677"><span style="mso-bookmark: _Toc196668469;"><span style="mso-bookmark: _Toc168136622;"><!--[if !supportLists]--><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">13.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">Coût de fonctionnement</span></span></span></a><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></h3>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Actuellement, les coûts de fonctionnement connus des deux
modèles sont les coûts de l’énergie électrique. Supposons un système SR-42 qui
fonctionne à sa puissance nominale, 50 kW. Ajoutons un maximum de 15 kW pour
les appareils périphériques (pompes, refroidisseur, système de commande, etc.).
L’énergie électrique utilisée à l’heure est alors 65 kW-h. Si le coût de
l’énergie est de 0,15$/kW-h, le coût de fonctionnement est de 9,75$/h.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">Avec S = 20 J/cm<sup>3</sup>, le coût du traitement par
litre est alors d’environ 0,0011$. Ce coût est directement proportionnel à
l’ESC. Si ESC = 100 J/cm<sup>3</sup>, il faut multiplier par 5, d’où
0,0055$/litre. Le petit modèle SR-31 de 5 kW a ainsi une capacité de traitement
dix fois moins grande que le modèle SR-42.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">D’autre part, le tube central en PTFE est très durable.
Actuellement, si la puissance est maintenue à un peu moins de 50 kW sa durée
semble bien supérieure à une année selon les observations faites. Si
nécessaire, le tube peut normalement être remplacé en une journée à un coût
inférieur à 5000$. Quant au générateur de courant, son rendement est supérieur
à 90% : le rapport entre la puissance HF et la puissance d’entrée à 50 ou
60 Hz.</span></p><h3 style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><a name="_Toc196716678" style="text-indent: -25.05pt;"><span style="mso-bookmark: _Toc196668470;"><span style="mso-bookmark: _Toc168136623;"><span style="mso-bookmark: _Toc167121008;"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">14.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face=""AvantGarde Md BT",sans-serif" lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">Conclusions</span></span></span></span></a></h3>
<span style="mso-bookmark: _Toc167121008;"></span>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 18pt;"><span face=""AvantGarde Md BT",sans-serif" style="color: black; font-size: 11pt; mso-bidi-font-family: Arial;">On sait depuis longtemps que la cavitation acoustique peut
accélérer considérablement plusieurs procédés chimiques, fragmenter des
particules et dissocier des molécules dans un liquide. Ce phénomène s’applique
aussi à la cristallisation, à l’extraction, à l’émulsification, etc. Nous avons
présenté ici un nouveau type radicalement différent de sonoréacteurs qui ouvre
de toute nouvelles perspectives pour l’industrie chimique qui recherche des
procédés améliorés et plus rentables en faisant appel à la sonochimie, ce qui
était pratiquement impossible jusqu’à maintenant, faute de sonoréacteurs
appropriés. Ces nouveaux sonoréacteurs sont basés sur la production de puissantes
ondes acoustiques cylindriques convergentes qui produisent une zone de
cavitation concentrique au centre d’un tube de PTFE. Le volume relatif de cette
zone chimiquement très active est très supérieur à<span style="mso-spacerun: yes;"> </span>celui des sonoréacteurs courants. Vu que la
zone de cavitation est confinée, il n’y a pas d’attaque de la paroi du tube et
donc pas de produits d’érosion. Les nouveaux sonoréacteurs de SonerTec ont des
capacités industrielles de traitement de plusieurs tonnes à l’heure pour le
plus gros modèle, selon l’énergie de cavitation requise par unité de volume
pour produire l’effet désiré. Ces systèmes peuvent aussi servir au traitement
des suspensions dans un liquide, comme la dégradation des boues industrielles
et municipales.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: justify; text-indent: 14.4pt;"><br /></p>
<p class="MsoNormal" style="line-height: 16pt; margin: 7.5pt 0cm; text-align: center;"><span face=""AvantGarde Md BT",sans-serif" style="color: black;">*********************</span></p><div style="mso-element: footnote-list;">
<span style="font-family: times; font-size: x-small;"><!--[endif]-->
</span><div id="ftn1" style="mso-element: footnote;">
<p class="MsoNormal" style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[1]</span></span><!--[endif]--></span></span></span></a><span style="color: #0f243e;"> <span style="mso-tab-count: 1;"> </span></span><span face=""Arial",sans-serif" style="color: black;">Trois-Rivières,
Québec </span></span></p>
</div>
<div id="ftn2" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[2]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>W. T. Richards and A. L. Loomis<i style="mso-bidi-font-style: normal;">, J. Am. </i></span><i style="mso-bidi-font-style: normal;"><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;">Chem</span></i><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;">. Ser. 49, 3086 (1927).<o:p></o:p></span></span></p>
</div>
<div id="ftn3" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[3]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><span style="mso-bidi-font-weight: bold;">Timothy
J. Mason, “Sonochemistry and sonoprocessing: the link, the trends and
(probably) the future”, <i style="mso-bidi-font-style: normal;">Ultrasonics
Sonochemistry</i></span>, vol. 10, Issues 4-5 , July 2003, p. 175-179.<o:p></o:p></span></span></p>
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left;"><span style="font-family: times; font-size: x-small;"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">Mandar
A. Kelkar</span><a href="http://www.sciencedirect.com/science?_ob=ArticleURL&_udi=B6TW3-4HTBM98-2&_user=10&_coverDate=09%2F30%2F2006&_rdoc=9&_fmt=summary&_orig=browse&_srch=doc-info%28%23toc%235551%232006%23999869993%23628279%23FLA%23display%23Volume%29&_cdi=5551&_sort=d&_docanchor=&view=c&_ct=15&_acct=C000050221&_version=1&_urlVersion=0&_userid=10&md5=015e5ba86eb94a68992a44d6e55addaf#implicit0"><sup><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">a</span></sup></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">, Parag R. Gogate</span><a href="http://www.sciencedirect.com/science?_ob=ArticleURL&_udi=B6TW3-4HTBM98-2&_user=10&_coverDate=09%2F30%2F2006&_rdoc=9&_fmt=summary&_orig=browse&_srch=doc-info%28%23toc%235551%232006%23999869993%23628279%23FLA%23display%23Volume%29&_cdi=5551&_sort=d&_docanchor=&view=c&_ct=15&_acct=C000050221&_version=1&_urlVersion=0&_userid=10&md5=015e5ba86eb94a68992a44d6e55addaf#implicit0"><sup><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">a</span></sup></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;"> and Aniruddha B. Pandit, “Process
intensification using cavitation: Optimization of oxidation conditions for
synthesis of sulfone”, <i style="mso-bidi-font-style: normal;">Ultrasonics
Sonochemistry</i>,</span><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> vol. 13, Issue 6, Sept. 2006, p. 523-528. <o:p></o:p></span></span></p>
</div>
<div id="ftn4" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref4" name="_ftn4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[4]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><span style="mso-bidi-font-weight: bold;">Hong
Li, Hairong Li, Zhichao Guo and Yu Liu, “The application of power ultrasound to
reaction crystallization”, <i style="mso-bidi-font-style: normal;">Ultrasonics
Sonochemistry</i></span>, vol. 13, Issue 4 , May 2006, p. 359-363.<o:p></o:p></span></span></p>
</div>
<div id="ftn5" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref5" name="_ftn5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[5]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><span style="mso-bidi-font-weight: bold;">S.
Freitas, G. Hielscher, H.P. Merkle<sup>,</sup> and B. Gander<a name="bcor1"></a>,
“Continuous contact- and contamination-free ultrasonic emulsification—a useful
tool for pharmaceutical development and production”, <i style="mso-bidi-font-style: normal;">Ultrasonics Sonochemistry</i></span>, vol. 13, Jan. 2006, p. 76-85.<o:p></o:p></span></span></p>
</div>
<div id="ftn6" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref6" name="_ftn6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[6]</span></span><!--[endif]--></span></span></span></a><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://www.scs.uiuc.edu/~suslick/britannica.html"><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;">http://www.scs.uiuc.edu/~suslick/britannica.html</span></a><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn7" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref7" name="_ftn7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[7]</span></span><!--[endif]--></span></span></span></a><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;"> <span style="mso-tab-count: 1;"> </span>K.S. Suslick, Y. Didenko, M.M. Fang, T.
Hyeon, K.J. Kolbeck, W.B. McNamara III, M.M. Mdeleleni and M. Wong, Acoustic
cavitation and its chemical consequences, <i>Phil. Trans. Roy. Soc. </i>A </span><span lang="EN-US" style="color: #0f243e; mso-ansi-language: EN-US;">Vol. 357, No. 1751 (1999),
p. 335 - 353. </span><span lang="EN-US" style="color: #0f243e; mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span></span><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;"><o:p></o:p></span></span></p>
</div>
<div id="ftn8" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref8" name="_ftn8" style="mso-footnote-id: ftn8;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[8]</span></span><!--[endif]--></span></span></span></a><span lang="PT-BR" style="color: #0f243e; mso-ansi-language: PT-BR;"> <span style="mso-tab-count: 1;"> </span></span><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">S. Albu, E. Joyce , L.
Paniwnyk , J. P. Lorimer and T. J. Mason, “Potential for the use of ultrasound
in the extraction of antioxidants from <span style="mso-bidi-font-style: italic;">Rosmarinus
officinalis</span> for the food and pharmaceutical industry”, <i style="mso-bidi-font-style: normal;">Ultrasonics Sonochemistry</i>,</span><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> vol. 11, May 2004, p.
261-265.<o:p></o:p></span></span></p>
</div>
<div id="ftn9" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref9" name="_ftn9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[9]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>Aharon Gedanken, “Using sonochemistry for the
fabrication of nanomaterials”, a review article, <i>Ultrasonics Sonochemistry</i>, <span style="mso-bidi-font-style: italic;">vol. 11, Issue 2</span>, <span style="mso-bidi-font-style: italic;">April 2004</span>, <span style="mso-bidi-font-style: italic;">Pages 47-55<i>.</i></span><o:p></o:p></span></span></p>
</div>
<div id="ftn10" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref10" name="_ftn10" style="mso-footnote-id: ftn10;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[10]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>Ultrasound in Environmental Engineering.
edited by A. Tiehm and U. Neis, Technical University Hamburg-Harburg, Reports
on Sanitary Engineering 25 (ISSN 0724-0783, ISBN 3-930400-23-5), GFEU-Verlag,
Hamburg.<o:p></o:p></span></span></p>
</div>
<div id="ftn11" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref11" name="_ftn11" style="mso-footnote-id: ftn11;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[11]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>M. Ashokkumar, T. Vu, F. Grieser, A.
Weerawardena, N. Anderson, N. Pilkington and D.R. Dixon, Ultrasonic treatment
of <i><span style="mso-bidi-font-weight: bold;">Cryptosporidium </span></i>oocysts,
<i style="mso-bidi-font-style: normal;">Waste Water Sc. And Technol</i>., vol.
47, no. 3, (2003), p. 173-177.<o:p></o:p></span></span></p>
</div>
<div id="ftn12" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.45pt; text-align: left; text-indent: -14.45pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref12" name="_ftn12" style="mso-footnote-id: ftn12;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[12]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><i style="mso-bidi-font-style: normal;">Applied
Sonochemistry - the Uses of Power Ultrasound in Chemistry & Processing</i>,
Timothy J. Mason, John P. Lorimer, Wiley 2002, ISBN-10: 3-527-30205-0.<o:p></o:p></span></span></p>
</div>
<div id="ftn13" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.45pt; text-align: left; text-indent: -14.45pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref13" name="_ftn13" style="mso-footnote-id: ftn13;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[13]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://www.hielscher.com/ultrasonics/i1000_p.htm"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">http://www.hielscher.com/ultrasonics/i1000_p.htm</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn14" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref14" name="_ftn14" style="mso-footnote-id: ftn14;" title=""><span class="MsoFootnoteReference"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[14]</span></span><!--[endif]--></span></span></span></a><span style="mso-ansi-language: EN-US;"> <span lang="EN-US"><span style="mso-tab-count: 1;"> </span></span></span><a href="http://www.hielscher.com/ultrasonics/sonochem_01.htm"><span lang="EN-US" style="mso-ansi-language: EN-US;">http://www.hielscher.com/ultrasonics/sonochem_01.htm</span></a><span lang="EN-US" style="mso-ansi-language: EN-US;"><o:p></o:p></span></span></p>
</div>
<div id="ftn15" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref15" name="_ftn15" style="mso-footnote-id: ftn15;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[15]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>For example: </span><a href="http://www.hielscher.com/ultrasonics/i2000_p.htm"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">http://www.hielscher.com/ultrasonics/i2000_p.htm</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">, </span><a href="http://www.hydrodynamics.com/about_us.htm"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">http://www.hydrodynamics.com/about_us.htm</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">. <o:p></o:p></span></span></p>
</div>
<div id="ftn16" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref16" name="_ftn16" style="mso-footnote-id: ftn16;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[16]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US" style="color: #0f243e; mso-ansi-language: EN-US;"> <span style="mso-tab-count: 1;"> </span><i style="mso-bidi-font-style: normal;">Idem</i>.<o:p></o:p></span></span></p>
</div>
<div id="ftn17" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-indent: -14.2pt;"></p><div style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref17" name="_ftn17" style="text-indent: -14.2pt;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span class="MsoFootnoteReference"><span>[17]</span></span></span></span></a><span lang="EN-US" style="color: #0f243e; text-indent: -14.2pt;"> </span><span lang="EN-US" style="text-indent: -14.2pt;">US Patent 6,361,747, Jean-Luc DION and Kodjo AGBOSSOU,
« Reactor with acoustic cavitation.</span></span></div><span style="color: black;"><div style="text-align: left;"><span style="font-family: times; font-size: x-small; text-indent: -14.2pt;">Aussi breveté au Canada, en France, au
Royaume-Uni et en Allemagne.</span></div></span><p></p>
</div>
<div id="ftn18" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref18" name="_ftn18" style="mso-footnote-id: ftn18;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[18]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>Magsoft Corporation, </span><a href="http://www.magsoft-flux.com/Company/News/"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">http://www.magsoft-flux.com/Company/News/</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn19" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref19" name="_ftn19" style="mso-footnote-id: ftn19;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[19]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><i style="mso-bidi-font-style: normal;">Sonoluminescence
and Sonochemistry</i>, Kenneth S. Suslick, <i><span style="mso-bidi-font-weight: bold;">Encyclopedia of Physical Science and Technology, 3rd Ed., </span></i>R.
A. Meyers (ed.); Academic Press, Inc.: San Diego, 2001.<o:p></o:p></span></span></p>
</div>
<div id="ftn20" style="mso-element: footnote;">
<h4 style="margin: 0cm 0cm 0cm 14.45pt; text-align: left; text-indent: -14.45pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref20" name="_ftn20" style="mso-footnote-id: ftn20;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; font-weight: normal; mso-bidi-font-weight: bold;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="color: #0f243e; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">[20]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; font-weight: normal; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;"> <span style="mso-tab-count: 1;"> </span>R. P.
Taleyarkhan, J. S. Cho, C. D. West, R. T. Lahey, Jr., R. I. Nigmatulin,<sup>4</sup>
and R. C. Block, “Additional evidence of nuclear emissions during acoustic
cavitation”, <i style="mso-bidi-font-style: normal;">Phys. Rev. E</i> </span><span lang="EN-CA" style="color: #0f243e; font-weight: normal; mso-ansi-language: EN-CA;">69</span><span lang="EN-CA" style="color: #0f243e; font-weight: normal; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">, 036109 (2004) <span style="mso-bidi-font-style: italic;">(11 pages)</span><o:p></o:p></span></span></h4>
</div>
<div id="ftn21" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 14.45pt; text-align: left; text-indent: -14.45pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref21" name="_ftn21" style="mso-footnote-id: ftn21;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[21]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><span class="name">Richard T. Lahey Jr.</span><span class="by">,</span><span class="name"> Rusi P. Taleyarkhan</span><span class="by">,
and</span><span class="name"> Robert I. Nigmatulin, “</span>Bubble Power”, <i style="mso-bidi-font-style: normal;">IEEE Spectrum</i>, May 1955.<o:p></o:p></span></span></p>
</div>
<div id="ftn22" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref22" name="_ftn22" style="mso-footnote-id: ftn22;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[22]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://www.hielscher.com/ultrasonics/i16000_p.htm"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">http://www.hielscher.com/ultrasonics/i16000_p.htm</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn23" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref23" name="_ftn23" style="mso-footnote-id: ftn23;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[23]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://www.hielscher.com/ultrasonics/sonochem_01.htm"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;">http://www.hielscher.com/ultrasonics/sonochem_01.htm</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn24" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref24" name="_ftn24" style="mso-footnote-id: ftn24;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[24]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>Sirotyuk, M.G., Ultrasonic cavitation
processes at increased hydrostatic pressures, <i style="mso-bidi-font-style: normal;">5<sup>e</sup> Congrès International d’Acoustique,</i> Liège, 7-14
septembre 1965, paper #D46<o:p></o:p></span></span></p>
</div>
<div id="ftn25" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref25" name="_ftn25" style="mso-footnote-id: ftn25;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[25]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>Matula, T.J. and Crum, L.A., <i style="mso-bidi-font-style: normal;">The Sonophysics and Sonochemistry of Liquid
Waste Quantification and Remediation</i>, U.S. Department of Energy, 2000,</span><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> </span><a href="http://www.osti.gov/em52/final_reports/54897.pdf"><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA; mso-bidi-font-weight: bold;">http://www.osti.gov/em52/final_reports/54897.pdf</span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn26" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref26" name="_ftn26" style="mso-footnote-id: ftn26;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[26]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>M.S.M. M. Rahuman, L. Pistone , F. Trifirò,
and S. Miertus, Destruction technologies for polychlorinated biphenyls (PCBs),
“Proceedings of Expert Group Meetings on POPs and Pesticides Contamination:
Remediation Technologies (April 2000) and on Clean Technologies for the
Reduction and Elimination of POPs (May 2000), ICS-UNIDO publications, nov.
2000.<o:p></o:p></span></span></p>
</div>
<div id="ftn27" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.4pt; text-align: left; text-indent: -14.4pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref27" name="_ftn27" style="mso-footnote-id: ftn27;" title=""><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #0f243e; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-fareast-theme-font: minor-fareast;">[27]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: #0f243e; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span><span style="mso-bidi-font-weight: bold;">Yi
Jiang, Christian Pétrier and T. David Waite, “Sonolysis of 4-chlorophenol in
aqueous solution: Effects of substrate concentration, aqueous temperature and
ultrasonic frequency”,<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Ultrasonics Sonochemistry</i></span>, vol.
13, Issue 5 , July 2006, p. 415-422.<o:p></o:p></span></span></p>
</div>
<div id="ftn28" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="line-height: 10pt; margin: 1.5pt 0cm 1.5pt 18pt; text-align: left; text-indent: -17pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref28" name="_ftn28" style="mso-footnote-id: ftn28;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[28]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://www.scs.uiuc.edu/~suslick/britannica.html"><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">http://www.scs.uiuc.edu/~suslick/britannica.html</span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></span></p>
</div>
<div id="ftn29" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="line-height: 10pt; margin-bottom: 1.5pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 1.5pt; margin: 1.5pt 0cm 1.5pt 21.3pt; text-indent: -18pt;"></p><div style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref29" name="_ftn29" style="text-indent: -18pt;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span class="MsoFootnoteReference"><span>[29]</span></span></span></span></a><span lang="EN-CA" style="text-indent: -18pt;"> </span><a href="http://www.chemicalprocessing.com/articles/2006/036.html" style="text-indent: -18pt;"><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">http://www.chemicalprocessing.com/articles/2006/036.html</span></a><span lang="EN-CA" style="text-indent: -18pt;">,</span></span></div><div style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="http://www.accentus.co.uk/press_releases.htm"></a><a href="http://www.accentus.co.uk/press_releases.htm" style="text-indent: -18pt;"><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">http://www.accentus.co.uk/press_releases.htm</span></a></span></div><p></p>
</div>
<div id="ftn30" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 21.3pt; text-align: left; text-indent: -18pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref30" name="_ftn30" style="mso-footnote-id: ftn30;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[30]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://www.accentus.co.uk/press_releases/pr_c3_140205.pdf"><span lang="EN-CA" style="mso-ansi-language: EN-CA;">http://www.accentus.co.uk/press_releases/pr_c3_140205.pdf</span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn31" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-bottom: 3.0pt; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 3pt 17.85pt; text-indent: -17.85pt;"></p><div style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref31" name="_ftn31" style="text-indent: -17.85pt;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span class="MsoFootnoteReference"><span>[31]</span></span></span></span></a><span lang="EN-US" style="text-indent: -17.85pt;"> Ke-Cheng Li, Shi-Jie Wang and Ji-Lin Yu, Beating of pulps by
ultrasonics, <i>Third International Non-Wood
Fiber Pulping and Papermaking Conference</i> – INWFPPC ’96, Beijing 2, 1996, p.
470-478.</span></span></div><span lang="EN-US" style="color: black; font-family: times; font-size: x-small; mso-ansi-language: EN-US;"><div style="text-align: left;"><span style="text-indent: -17.85pt;">Tatsumi D., Higashihara T., Kawamura S. and Matsumoto T., Ultrasonic treatment
to improve the quality of recycled pulp fiber, </span><i style="text-indent: -17.85pt;">J. Wood Sci</i><span style="text-indent: -17.85pt;">. 46, 2000, p. 405-409.</span></div></span><p></p>
<p class="MsoFootnoteText" style="margin: 0cm 0cm 3pt 17.85pt; text-align: left; text-indent: -17.85pt;"><span lang="EN-US" style="color: black; font-family: times; font-size: x-small; mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Xiong
J., et al., The mercerization of cellulose under ultrasonic irradiation, <i style="mso-bidi-font-style: normal;">Internat. Symposium on Cellulose and
Lignocellulosics Chemistry 2000, Proceedings</i> p. 74-77. <o:p></o:p></span></p>
</div>
<div id="ftn32" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 18pt; text-align: left; text-indent: -18pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref32" name="_ftn32" style="mso-footnote-id: ftn32;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[32]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"> <span style="mso-tab-count: 1;"> </span>Yimin Xie, Hong Wu and Yanming Lai, Cellulose Deinking of coloured
offset newsprint with enzyme treatment in cooperation with ultrasonic wave, <i style="mso-bidi-font-style: normal;">Chem. Technol</i>. 36, 2002, p. 285-293.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="margin: 4pt 0cm 2pt 18pt; text-align: left; text-indent: -18pt;"><span style="font-family: times; font-size: x-small;"><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Norman
J.C., Sell N.J. and Danelski N., </span><span lang="EN-US" style="color: black; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Deinking
laser-print paper using ultrasound, </span><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;">Proceedings of TAPPI Engineering
Conference 1993, p. 869-876.</span><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: black; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="margin: 4pt 0cm 2pt 18pt; text-align: left; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: times; font-size: x-small; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>Sell, N.J., Norman J.C. and Jayaprakash
D., Deinking secondary fiber using ultrasound, Progress in Paper Recycling 4
(4), 1995, p. 28-34.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin: 4pt 0cm 2pt 18pt; text-align: left; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: times; font-size: x-small; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>Ramasubramanian M.K. and Madanshetty
S.I., Focused high frequency ultrasonic removal of xerographic toner from paper
surfaces, <i style="mso-bidi-font-style: normal;">Proceedings TAPPI Recycling
Symposium 2000</i>, p. 21-27.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin: 4pt 0cm 2pt 18pt; text-align: left; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: times; font-size: x-small; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>Ramirez C.R., Ramos Q.J. and Turrado
S.J., Deinking of laser printed paper by ultrasound, flotation and washing
systems, Progress in Paper Recycling, 13 (2), 2004, p. 29-36.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin: 4pt 0cm 2pt 18pt; text-align: left; text-indent: -18pt;"><span style="font-family: times; font-size: x-small;"><span lang="EN-US" style="color: black; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>Scott W.E. and Gerber P., Using
ultrasound to deink xerographic waste, TAPPI J. 78 (12) 1995, p. 125-130. </span><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"><o:p></o:p></span></span></p>
</div>
<div id="ftn33" style="mso-element: footnote;">
<p style="margin-bottom: 2.0pt; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 2pt 17.85pt; text-indent: -17.85pt;"></p><div style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref33" name="_ftn33" style="text-indent: -17.85pt;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span class="MsoFootnoteReference"><span>[33]</span></span></span></span></a><span lang="EN-CA" style="text-indent: -17.85pt;"> </span><strong style="text-indent: -17.85pt;"><span lang="EN-US">Aharon Gedanken, </span></strong><span lang="EN-US" style="text-indent: -17.85pt;">Using sonochemistry for the fabrication of
nanomaterials, <i>Ultrasonics Sonochemistry</i>,</span></span></div><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"><div style="text-align: left;"><span style="font-family: times; font-size: x-small; text-indent: -17.85pt;">Volume 11, Issue 2 , April 2004, Pages 47-55</span></div></span><p></p>
</div>
<div id="ftn34" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 17.85pt; text-indent: -17.85pt;"></p><div style="text-align: left;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref34" name="_ftn34" style="text-indent: -17.85pt;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span class="MsoFootnoteReference"><span>[34]</span></span></span></span></a><span style="text-indent: -17.85pt;"> « </span><i style="text-indent: -17.85pt;">Le bois – une matière première pour la
nanotechnologie</i><span style="text-indent: -17.85pt;">? », </span><span style="text-indent: -17.85pt;">13 avril 2004, EMPA </span><span style="text-indent: -17.85pt;">Überlandstrasse
129</span></span></div><span style="color: black; font-family: times; font-size: x-small;"><div style="text-align: left;"><span style="text-indent: -17.85pt;">CH-8600 Dübendorf, Suisse, </span><span style="text-indent: -17.85pt;"> http://www.empa.ch/plugin/template/empa/*/26629/---/l=.</span></div></span><p></p>
</div>
<div id="ftn35" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 17.85pt; text-align: left; text-indent: -17.85pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref35" name="_ftn35" style="mso-footnote-id: ftn35;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[35]</span></span><!--[endif]--></span></span></span></a><span style="color: black;"> <span style="mso-tab-count: 1;"> </span>« </span><i style="mso-bidi-font-style: normal;"><span style="color: black; mso-fareast-font-family: Calibri;">Nanotechnologies dans l’industrie des pâtes et papiers</span></i><span style="color: black; mso-fareast-font-family: Calibri;"> »,
Bruno Chabot, Centre intégré en pâtes et papiers de l’UQTR, <i style="mso-bidi-font-style: normal;">Carrefour de la recherche forestière</i>, 19
septembre 2007</span><span style="color: black;"><o:p></o:p></span></span></p>
</div>
<div id="ftn36" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 17.85pt; text-align: left; text-indent: -17.85pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref36" name="_ftn36" style="mso-footnote-id: ftn36;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[36]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"> <span style="mso-tab-count: 1;"> </span>Tang Aimin, Zhang Hongwei, et al., Influence of ultrasound
treatment on accessibility and regioselective oxidation reactivity of
cellulosenext term, <i style="mso-bidi-font-style: normal;">Ultrasonics
Sonochemistry</i>, Volume 12, Issue 6, August 2005, Pages 467-472.<o:p></o:p></span></span></p>
</div>
<div id="ftn37" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref37" name="_ftn37" style="mso-footnote-id: ftn37;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[37]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://ww2.sbf.ulaval.ca/fileadmin/sbf/seminaires/Seminaire_J-G_Moreau.pdf#search=%22extraction%20ultrason%20if%22"><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;">http://ww2.sbf.ulaval.ca/fileadmin/sbf/seminaires/Seminaire_J-G_Moreau.pdf#search=%22extraction%20ultrason%20if%22</span></a><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"> <o:p></o:p></span></span></p>
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="http://www.ultrasonic-systems.com/ultrasonics/extraction_01.htm?gclid=CM7dwpifwYUCFShKPgodaAqVqg"><span lang="EN-CA" style="mso-ansi-language: EN-CA;">http://www.ultrasonic-systems.com/ultrasonics/extraction_01.htm?gclid=CM7dwpifwYUCFShKPgodaAqVqg</span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><o:p></o:p></span></span></p>
</div>
<div id="ftn38" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref38" name="_ftn38" style="mso-footnote-id: ftn38;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[38]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span></span><a href="http://fcab.foodsci.umass.edu/projects.html"><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;">http://fcab.foodsci.umass.edu/projects.html</span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"> <o:p></o:p></span></span></p>
</div>
<div id="ftn39" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="margin-left: 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref39" name="_ftn39" style="mso-footnote-id: ftn39;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[39]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"> <span style="mso-tab-count: 1;"> </span>http://ift.confex.com/ift/2004/techprogram/paper_24780.htm<o:p></o:p></span></span></p>
</div>
<div id="ftn40" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="line-height: 10pt; margin: 1.5pt 0cm 1.5pt 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref40" name="_ftn40" style="mso-footnote-id: ftn40;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[40]</span></span><!--[endif]--></span></span></span></a><span style="color: black;"> <span style="mso-tab-count: 1;"> </span>Voir<span style="mso-spacerun: yes;"> </span></span><a href="http://www.trojanuv.com/en/business/env.aspx"><span style="color: black;">http://www.trojanuv.com/en/business/env.aspx</span></a><span style="color: black;"><span style="mso-spacerun: yes;"> </span>. <o:p></o:p></span></span></p>
</div>
<div id="ftn41" style="mso-element: footnote;">
<p class="MsoFootnoteText" style="line-height: 10pt; margin: 1.5pt 0cm 1.5pt 14.2pt; text-align: left; text-indent: -14.2pt;"><span style="font-family: times; font-size: x-small;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref41" name="_ftn41" style="mso-footnote-id: ftn41;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[41]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US" style="color: black; mso-ansi-language: EN-US;"> <span style="mso-tab-count: 1;"> </span>« <i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">The use of ultrasound for remediation of
biological contamination in water</span></i><span style="mso-bidi-font-weight: bold;"> </span>», par S.S. Phull <i>et al</i>., dans « <span style="mso-bidi-font-weight: bold;">Ultrasound in environmental engineering </span>»,
colligé par Andreas TIEHM et Uwe NEIS, <i>TUHH Reports on Sanitary Engineering</i>,
vol. 25, 1999, Technischen Universität Hamburg-Harburg, ISBN 3-930400-23-5. <o:p></o:p></span></span></p>
</div>
<div id="ftn42" style="mso-element: footnote;">
<p class="MsoNormal" style="margin-left: 18pt; text-align: left; text-indent: -18pt;"><a href="file:///D:/Disque%2002/DOCUMENTS%203/RECHERCHE%20et%20PUBLICATIONS%20JLD/PUBLICATIONS/SONOR%C3%89ACTEURS/2009%20Ultr.%20Sonochem.%20v.%2016/Dion%20-%20Sonor%C3%A9acteurs%20pour%20l'industrie.docx#_ftnref42" name="_ftn42" style="mso-footnote-id: ftn42;" title=""><span class="MsoFootnoteReference"><span style="color: black;"><span style="font-family: times; font-size: x-small; mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: black; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">[42]</span></span><!--[endif]--></span></span></span></a><span lang="EN-CA" style="color: black; mso-ansi-language: EN-CA;"><span style="font-family: times; font-size: x-small;"> <span style="mso-tab-count: 1;"> </span><i style="mso-bidi-font-style: normal;">Ultrasound
in Environmental Engineering</i>. Technical University Hamburg-Harburg, <i style="mso-bidi-font-style: normal;">Reports on Sanitary Engineering 25</i> (ISSN
0724-0783, ISBN 3-930400-23-5), GFEU-Verlag, Hamburg, par Andreas Tiehm et Uwe
Neis<span style="mso-spacerun: yes;"> </span>(1999).</span><o:p style="font-size: 10pt;"></o:p></span></p>
</div>
</div><div style="text-align: left;"><br /></div><p></p><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-36529571839375592282022-04-05T21:13:00.001-04:002022-04-05T21:14:06.770-04:00NOS GÉANTS ; NAÏM KATTAN<p> </p><div class="moz-text-html" lang="x-unicode">
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<td class="mcnTextContent" style="-ms-text-size-adjust: 100%; -webkit-text-size-adjust: 100%; color: #757575; font-family: Helvetica; font-size: 16px; line-height: 150%; mso-line-height-rule: exactly; padding-bottom: 9px; padding-left: 18px; padding-right: 18px; padding-top: 0; text-align: left; word-break: break-word;" valign="top">
<div style="text-align: justify;">
<p paraeid="{ad36ff23-bd9a-4375-bfef-131000378108}{245}" paraid="1207013039" style="-ms-text-size-adjust: 100%; -webkit-text-size-adjust: 100%; color: #757575; font-family: Helvetica; font-size: 16px; line-height: 150%; margin: 10px 0; mso-line-height-rule: exactly; padding: 0; text-align: justify;"><span style="color: black;"><span style="font-size: 14px;"><strong>Naïm Kattan</strong>
(1928-2021) est un écrivain qui vient de loin. Né à Bagdad au sein
d’une famille irakienne de confession juive, il immigre au Québec en
1954 après avoir étudié à La Sorbonne à Paris où il a côtoyé les plus
grands penseurs de son époque. Dès son arrivée à Montréal, le français
est pour lui un choix de cœur qui définit toute son action. Il consacre
son existence à la vitalité de la littérature francophone, notamment en
publiant une trentaine d’ouvrages et en participant à l’émergence d’un
écosystème de maisons d’édition. Pendant près de vingt-cinq ans, il
occupe le poste de directeur du service des lettres et de l’édition au
Conseil des arts du Canada. La carrière de Naïm Kattan a été couronnée
par les plus prestigieuses distinctions, au Québec, au Canada et en
France. </span></span></p>
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<div style="text-align: justify;"><span style="font-size: 12px;"><span style="color: black;">Les capsules de la série <em><strong>Nos géants</strong></em> sont
disponibles en version intégrale sur le site de la Fondation, et
diffusées en version abrégée sur les ondes de TVA et de MAtv. Merci à
nos précieux partenaires: Gouvernement du Québec - Ministère de la
Justice du Québec, Québecor, les Éditions CEC, Desjardins, Location
d'outils Simplex et la CSN.</span></span></div>
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<div style="text-align: justify;"><span style="font-size: 14px;"><span style="color: black;">Ce <strong>mardi le 5 avril à 19h</strong>, vous avez rendez-vous à l'Auditorium de la Grande Bibliothèque avec <strong>Éric Bédard</strong> et son invité, l'historien<strong> Bernard Andrès</strong>. Cette rencontre de la série de grands entretiens <em>Figures marquantes de notre histoire</em> vous permettra d'en savoir plus sur le marchand et juge de paix <strong>Pierre Du Calvet</strong>, qui grâce à son engagement politique, a été un combattant des Lumières dans le Québec de l’après-Conquête.<br />
<br />
<span style="font-family: arial,helvetica neue,helvetica,sans-serif;">Évènement gratuit et en public.</span></span></span></div>
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<span style="font-size: 14px;"><span style="color: black;">La rencontre vous est également offerte en webdiffusion en direct sur notre page <strong><a href="https://fondationlionelgroulx.us7.list-manage.com/track/click?u=69de62fc2b9a8dcb3dc640034&id=f36ff1954e&e=88f85b3479" style="-ms-text-size-adjust: 100%; -webkit-text-size-adjust: 100%; color: #00358a; font-weight: normal; mso-line-height-rule: exactly; text-decoration: underline;" target="_blank">Facebook</a></strong> ou en cliquant <a href="https://fondationlionelgroulx.us7.list-manage.com/track/click?u=69de62fc2b9a8dcb3dc640034&id=233e2a7d9b&e=88f85b3479" style="-ms-text-size-adjust: 100%; -webkit-text-size-adjust: 100%; color: #00358a; font-weight: normal; mso-line-height-rule: exactly; text-decoration: underline;" target="_blank"><strong>ici</strong></a>.</span></span>
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</div>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-72665916683840768562022-01-22T21:40:00.045-05:002022-06-24T23:17:58.280-04:00CONSCIENCE et ACTION<p><span style="color: #134f5c; font-family: arial;">En avril 2005, dans un échange avec un correspondant, <br /></span><span style="font-family: arial;"><span style="color: #134f5c;">je faisais ces réflexions que j'ose partager ici..</span>.</span></p><p><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">Dans « <i>Au commencement était l'action</i> », André Maurois écrit ceci avec quoi je suis profondément d'accord : </span></span></b></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><b><span style="font-family: Bookman Old Style;"><span style="color: #274e13;">« <span>Le grand homme d'action ne suit pas les chemins battus. Parce qu'il voit ce que les autres ne voient pas, il fait ce qu'ils ne font pas. Sa volonté devient un raz de marée qui balaie les habitudes et les résistances. Conscient, plus que personne, des phénomènes particuliers à son époque, il devine ce qui va naître et en favorise la naissance. <i>L'action politique doit être la sage-femme qui aide une société à mettre au monde le meilleur avenir possible. Son rôle est de sauver la mère et l'enfant</i>.</span>»</span></span></b></p></blockquote><p></p><div style="text-align: justify;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"> Des hommes ou des femmes qui correspondent à cette description sont rares dans un siècle. Au cours des deux derniers, on peut penser à Napoléon, à Lénine, à De Gaulle ? De loin, je préfère ce dernier auquel s'applique parfaitement la phrase «</span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><span style="color: #333333;"><i>Conscient, plus que personne, des phénomènes particuliers à son époque, il devine ce qui va naître et en favorise la naissance</i>.</span></span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">» La France lui doit son salut en 1940 et sa renaissance formidable à partir de 1958 : qu'on pense à tous les progrès qu'il a rendu possibles, ne serait-ce que le <i>TGV </i>et <i>Airbus</i>... De plus, il n'était pas un homme qui s'accrochait au pouvoir. Dès qu'il a senti que le peuple ne le suivait plus, il est parti, ce qu'il avait déjà fait d'ailleurs en 1945-46.</span></span></b></div><b style="color: #000066;"></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><br /><div style="text-align: justify;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"> On ne peut hélas ! pas en dire autant de nos politiciens, à de rares exceptions près, comme Jacques Parizeau par exemple. Mais, lui, a fait l'erreur de sa vie en partant après un certain soir d'octobre 1995... Avec ce qu'il savait, et un tel résultat serré, il aurait dû rester et déclencher une vaste enquête pour démontrer la scandaleuse arnaque des unitaristes <i>canadian</i>s et <i>french canadians</i>. Je ne doute pas qu'il aurait eu un vaste appui populaire qui aurait pu déboucher sur une déclaration d'indépendance bien avant aujourd'hui. Il avait l'autorité morale pour faire de grandes choses. Il est malheureux qu'il n'ait pas vingt ans de moins...<span class="moz-smiley-s15"> </span></span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">Je le considère un peu comme notre De Gaulle, bien qu'il n'ait pas tout à fait le charisme de ce dernier. Mais il en a plusieurs traits de caractère.</span></span></b></div></span></span></b><span><div style="text-align: justify;"><span style="color: #330000; font-family: "Bookman Old Style"; font-weight: 700;"><br /></span></div><span style="color: #660000; font-family: Bookman Old Style; font-weight: bold;"><span style="color: #330000;"> Quant à Bernard Landry que j'estime pour son honnêteté et ses qualifications, il semble bien que le meilleur de sa carrière est derrière lui, à moins qu'il ne nous révèle dans les prochaines semaines des aspects révolutionnaires et charismatiques insoupçonnés de sa personnalité... Comme c'est peu probable et que nos De Gaulle ou Napoléon sont encore inconnus, nous risquons des périodes assez creuses et misérables.<br /><br /><div style="text-align: justify;"><span><span style="color: #000066; font-family: Bookman Old Style;"><span style="color: #330000;"> Mais, comme écrit encore Maurois : « <i><span style="color: #333333;">Les révolutions les plus profondes sont spirituelles. Elles transforment des hommes qui, à leur tour, transforment le monde</span></i>.</span></span></span><span style="color: #000066; font-family: Bookman Old Style;"><span style="font-size: 14pt;"></span></span><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">» Et encore : « <span style="color: #333333;"><i>De grands mystiques ont demandé aux hommes de grandes actions et leur ont donné la force de les accomplir. On a dit que la véritable révolution est la révolution d'un seul homme. Plus exactement un seul homme, héros ou saint, peut proposer aux masses un modèle dont l’imitation bouleversera la planète.</i></span> » </span></span></b></div></span></span></span><p></p><p></p><div style="text-align: justify;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"> Toutefois, je ne vois guère les signes avant-coureur d'une révolution spirituelle à l'heure de «Walmart» et de «MacDo». Et je ne vois pas encore venir celui ou celle qui aurait la force de caractère et l'autorité morale pour provoquer une révolution spirituelle au Québec, qui ferait faire un virage à 180 degrés pour éviter le gouffre qui attend un peuple qui ne se reproduit plus et qui cultive l'égoïsme comme une vertu...</span></span></b></div><span><div style="text-align: justify;"><span style="color: #330000; font-family: "Bookman Old Style"; font-weight: 700;"><br /></span></div><span style="color: #660000; font-family: Bookman Old Style; font-weight: bold;"><div style="text-align: justify;"><span><span style="font-family: Bookman Old Style;"><span style="color: #330000;"> Or, nos élites (zélites?), </span></span></span><b><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">qu'elles soient «de gauche» ou «de droite», </span></span></b><b><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">sont assez massivement retranchées dans leur confort et leur indifférence, comme vous vous plaisez à le souligner (et moi de même). D'ailleurs, qu'est-ce que signifie «gauche» et «droite» ici ? Balivernes ! On se tient debout, on cherche et on lutte, ou on fait du verbiage comme il y en a trop. </span></span></b></div></span></span><p></p><p style="text-align: justify;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"> Moi-même, j'ai trop souvent l'impression d'en faire avec la forme d'action que j'ai choisie : </span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">la diffusion d'informations et de commentaires à une liste de membres du PQ et du BQ, et d'autres personnes un peu partout, en espérant que la lumière jaillisse (je suis un idéaliste impénitent...<span class="moz-smiley-s6"> :-[ </span>).</span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"> Une forme d'action que j'ai choisie au cours des dernières années parce que : </span></span></b></p><p style="text-align: left;"></p><ul style="text-align: left;"><li><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">je suis encore occupé par un travail d'ingénierie dans l'entreprise que j'ai fondée pour mettre au point une de mes inventions, et que j'aimerais bien voir réussir (malgré que je sois parti officiellement à la retraite de l'entreprise en décembre 2003, et de l'université (</span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">depuis 1997) </span></span></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">où j'ai fait carrière de professeur et chercheur : vous savez, la grande saignée des secteurs public et para-public... ); <br /><br /></span></span></b></li><li><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">j'ai 67 ans et 45 ans de militantisme derrière moi; <br /><br /></span></span></b></li><li><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">j'aspire à plus de tranquillité afin de m'occuper davantage de mes sept petits-enfants...</span></span></b></li></ul><p></p><p><b style="color: #000066;"></b><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;">Et je crois comme <a href="https://www.geo.fr/histoire/qui-etait-jean-jaures-leader-socialiste-francais-207515">Jean Jaurès</a> (clic) que </span></span></b></p><p></p><div style="text-align: center;"><b><span style="color: #660000;"><span style="font-family: Bookman Old Style;"><span>«</span></span><span style="font-family: Bookman Old Style;"> <i><span>Il ne peut y avoir révolution que là où il y a conscience</span></i>. » </span></span></b></div><div style="text-align: center;"><b style="color: #000066;"><span style="font-family: Bookman Old Style;"><br /></span></b></div><div style="text-align: left;"><b style="color: #000066;"><span style="font-family: Bookman Old Style;"><span style="color: #330000;">Ou encore :</span></span></b></div><div style="text-align: left;"><b style="color: #000066;"><span style="font-family: Bookman Old Style;"><span style="color: #330000;"><br /></span></span></b></div><div style="text-align: center;"><b><span style="color: #660000; font-family: Bookman Old Style;">« <i><span>Tout progrès vient de la pensée et il faut donner d'abord <br />aux travailleurs le temps et la force de penser.</span></i> »</span></b></div><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><br /> Voilà ! Excusez mon bavardage... <span class="moz-smiley-s3">;-) </span><br /><br /></span></span></b><p></p><div style="text-align: center;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"> -o-o-o-o-o-o-o-</span></span></b></span></span></b></div><div style="text-align: center;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><br /></span></span></b></span></span></b></div><div style="text-align: center;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><span style="color: #330000;"><b style="color: #000066;"><span style="color: #660000; font-family: Bookman Old Style;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgDZP8FTaCC17yY0y3Vsr3RN_zChB234FDzys42Y2bsCE2hEbC7Hmltjp3atH1NTQBzR769tOvUXT8nhYVVNLKK7A_rQoiEkCUzLBfgwr9drmWSVn1YuuOI8ds0bPjwyk5ZuBIbXyeL_9TcgVLRHt6PoAkJ9XNWU2CXyDMEzfVknnpjQWtEmANMRTel=s1000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="796" height="152" src="https://blogger.googleusercontent.com/img/a/AVvXsEgDZP8FTaCC17yY0y3Vsr3RN_zChB234FDzys42Y2bsCE2hEbC7Hmltjp3atH1NTQBzR769tOvUXT8nhYVVNLKK7A_rQoiEkCUzLBfgwr9drmWSVn1YuuOI8ds0bPjwyk5ZuBIbXyeL_9TcgVLRHt6PoAkJ9XNWU2CXyDMEzfVknnpjQWtEmANMRTel=w122-h152" width="122" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Vive le Québec libre !</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">-o-o-o-o-o-</div><br /><span style="color: #330000;"><br /></span></span></b></span></span></b></div><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-22314838291764396662022-01-20T23:39:00.093-05:002022-01-21T00:08:17.258-05:00BULLETINS DE LA RÉPUBLIQUE (extraits 2)<p class="MsoNormal"><span style="font-size: 100%;"><b style="font-family: verdana;"><span style="line-height: 115%;">
</span></b></span></p><p class="MsoNormal"><span style="color: #663300; font-size: 100%;"><b style="font-family: verdana;"><span style="line-height: 115%;">Extraits de quelques « <i>Bulletins de la République</i> »</span></b><b style="font-family: verdana;"><span style="color: #632423; line-height: 115%;">
</span></b><b style="font-family: verdana;"><span style="line-height: 115%;">publiés au cours des dernières années...</span></b></span><span style="color: #632423;"><o:p></o:p></span></p> <div align="center"><span style="font-size: 100%;"><b>* * *
</b></span><b><span style="color: #006600; font-family: Verdana; font-size: 130%;">LE BULLETIN DE LA RÉPUBLIQUE</span><span style="font-size: 100%;">
</span></b> <p><span face="Helvetica,Arial,sans-serif">26 juillet 2005</span>
</p> <b><span style="font-size: 100%;">* * *
</span></b></div> <b><span style="color: maroon; font-family: Bookman Old Style,Bookman; font-size: 100%;">* Une vision claire vaut mille personnalités... </span></b><div><b><span style="color: green; font-family: Bookman Old Style,Bookman; font-size: 100%;">* Un texte historique par de grands Québécois. </span><span style="color: olive; font-family: Bookman Old Style,Bookman; font-size: 100%;"><hr /> </span><span face="Helvetica,Arial,sans-serif" style="color: green; font-size: 130%;"></span></b><span face="Helvetica,Arial,sans-serif" style="color: maroon; font-size: 100%;">Un point de vue important à connaître.
</span> <blockquote><span face="Helvetica,Arial,sans-serif" style="color: #333300; font-size: 130%;"><b>POUR FAIRE UN PAYS, </b></span><span style="color: #333300;">
</span><span face="Helvetica,Arial,sans-serif" style="color: #333300; font-size: 130%;"><b> UNE VISION CLAIRE VAUT MILLE PERSONNALITÉS</b></span> </blockquote><blockquote>
<span face="Helvetica,Arial,sans-serif" style="color: teal; font-size: 130%;"><b> </b></span><b><span style="font-size: 100%;"><span face="Helvetica,Arial,sans-serif">Claude Bariteau, Natacha Gagné, Jacques Lamothe, </span></span>
</b><span style="font-size: 100%;"><span face="Helvetica,Arial,sans-serif"><b>Marcel Lefebvre et Jean-Pierre Roy</b> - RIQ 21 juillet 2005</span></span>
</blockquote> <span style="font-size: 100%;"><span face="Helvetica,Arial,sans-serif"></span></span> <blockquote style="text-align: justify;"><span style="font-size: 100%;"><span face="Helvetica,Arial,sans-serif"><b>U<span style="color: #073763; font-family: trebuchet;">n pays naît parce que ses porteurs ont mis l’'épaule à la roue et l’ont fait cheminer à l’exemple des porteurs des pays existants. Au Québec, cette roue, ce sont les contours essentiels du pays et les porteurs, des Québécois et Québécoises de toutes origines et de toutes allégeances partisanes. Il faut simplement faire en sorte qu’ils poussent la roue à l’occasion d’une élection, la voie référendaire étant piégée.</span></b></span></span><span style="text-align: left;"> </span></blockquote><blockquote style="text-align: justify;"><span style="font-size: large;"><span face="Helvetica,Arial,sans-serif"><b><span style="color: #073763; font-family: trebuchet;"> </span></b></span></span><span style="color: #073763; font-family: trebuchet;">
<span style="font-size: large;"><span face="Helvetica,Arial,sans-serif"><b> </b><span style="font-weight: bold;">Extrait :</span></span> </span>
<span> </span><span>« On ne fait pas un pays en pensant à l’accessoire, à sa carrière politique ou par dépit. On le fait d’abord après avoir précisé l’essentiel de ses contours (un régime politique, une citoyenneté, un territoire avec des frontières, une armée, une monnaie reconnue, des relations avec les autres pays, des traités, etc.), ensuite lorsqu’on a mis au point un plan de mobilisation de tous les porteurs du pays pour prendre le pouvoir et procéder en toute légitimité. </span><span>
</span><span> C’est de cette façon que naissent les pays. Certains y sont parvenus par les armes, d’autres démocratiquement. Au Québec, la voie démocratique est incontournable. Là où elle fut déployée, la tenue de référendum n’initie pas le processus. Celui-ci est enclenché à la suite d’un vote des parlementaires ayant, dans la plupart des cas, un support majoritaire des électeurs. Aussi, les référendums, lorsqu’il y en eut, vinrent ratifier la décision prise, ce que <a href="http://www.clic.net/%7Elefebvre/recension.html" send="true"><b>Claude Bariteau révèle dans </b></a><b><a href="http://www.clic.net/%7Elefebvre/recension.html" send="true"><i>Pour sortir de l’impasse référendaire</i></a></b> (Les Éditions des Intouchables, 2005).</span> </span><span style="font-size: large; text-align: left;"> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: trebuchet;"><span face="Helvetica,Arial,sans-serif"></span></span><span face="Helvetica,Arial,sans-serif" style="font-size: 100%;"><big><span style="color: #073763; font-family: trebuchet;">Source :</span> <i><a href="http://vigile.quebec">VIGILE.QUÉBEC</a></i></big></span></blockquote> <b><span style="font-size: 100%;">Un grand texte trop peu connu...
</span></b> <h2 style="text-align: center;"><b><span style="color: green; font-size: 180%;">Déclaration de souveraineté </span></b></h2><h3 style="text-align: center;"><b><span style="font-size: 100%;">Déclaration publique lue le 6 septembre 1995 </span></b></h3><div style="text-align: center;"><span style="color: #38761d; font-size: 100%;">
<b>Texte écrit par
le poète Gilles Vigneault,
l'écrivaine Marie Laberge,
le sociologue Fernand Dumont et
le journaliste Jean-François Lisée
</b></span></div><div style="text-align: center;"><span style="font-size: 100%;"><b><br /></b></span></div> <b><div style="text-align: center;"><b><span style="font-family: Bookman Old Style,Bookman; font-size: 100%;"><span style="color: #003300;">Voici venu le temps de la moisson dans les champs de l'histoire. Il est enfin venu le temps de récolter ce que semaient pour nous quatre cents ans de femmes et d'hommes et de courage, enracinés au sol et dedans retournés.</span></span></b></div></b><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span> <span>Voici que naît pour nous, ancêtres de demain, le temps de préparer pour notre descendance des moissons dignes des travaux du passé.</span></span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span> </span><span> </span><span>
</span><span> Que nos travaux leur ressemblent et nous rassemblent enfin.</span><span>
</span><span> </span><span>
</span><span> À l'aube du XVIIe siècle, les pionniers de ce qui allait devenir une nation, puis un peuple, se sont implantés en terre québécoise.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Venus d'une grande civilisation, enrichis par celle des Premières Nations, ils ont tissé des solidarités nouvelles et maintenu l'héritage français. </span><span>
</span><span> </span><span>
</span><span> La conquête de 1760 n'a pas brisé la ténacité de leurs descendants à demeurer fidèles à un destin original en Amérique.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Dès 1774, par l'Acte de Québec, le conquérant reconnaissait le caractère distinct de leurs institutions. Ni les tentatives d'assimilation, ni l'Acte d'union de 1840 ne sont parvenus à mater leur endurance. </span><span>
</span><span> </span><span>
</span><span> La communauté anglaise qui s'est établie à leurs côtés, les immigrants qui se sont joints à eux ont contribué à former ce peuple qui, en 1867, est devenu l'un des deux fondateurs de la fédération canadienne.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><b><span>
</span><span> </span><span>
</span><span> NOUS, PEUPLE D'ICI,</span> </b></span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span><b> </b> </span><span>
</span><span> <b>Parce que</b> nous habitons les territoires délimités par nos ancêtres, de l'Abitibi aux Îles-de-la-Madeleine, de l'Ungava aux frontières américaines, parce que depuis quatre cents ans, nous avons défriché, labouré, arpenté, creusé, pêché, construit, recommencé, discuté, protégé et aimé cette terre que le Saint-Laurent traverse et abreuve;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> cette terre bat en français et que cette pulsation signifie autant que les saisons qui la régissent, que les vents qui la plient, que les gens qui la façonnent;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> nous y avons créé une manière de vivre, de croire et de travailler originale;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> dès 1791, nous y avons instauré une des premières démocraties parlementaires au monde et que nous n'avons cessé de la parfaire;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> l'héritage des luttes et du courage passés nous incombe et doit aboutir à la prise en charge irrévocable de notre destin;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> ce pays est notre fierté et notre seul recours, notre unique chance de nous dire dans l'entièreté de nos natures individuelles et de notre coeur collectif;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> ce pays sera tous ceux, hommes et femmes, qui l'habitent, le défendent et le définissent, et que ceux-là, c'est nous,</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span><b>Nous, peuple du Québec, déclarons que nous sommes libres de choisir notre avenir. </b></span><span>
</span><span><b> </b> </span><span>
</span><span> L'hiver nous est connu. Nous savons ses frimas, ses solitudes, sa fausse éternité et ses morts apparentes. Nous avons bien connu ses morsures.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span> </span><span>
</span><span> </span><span>
</span><span> Nous sommes entrés dans la fédération sur la foi d'une promesse d'égalité dans une entreprise commune et de respect de notre autorité en plusieurs matières pour nous vitales. </span><span>
</span><span> </span><span>
</span><span> Mais la suite a démenti les espoirs du début. L'état canadien a transgressé le pacte fédératif en envahissant de mille manières le domaine de notre autonomie et en nous signifiant que notre croyance séculaire dans l'égalité des partenaires était une illusion.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Nous avons été trompés en 1982, quand les gouvernements du Canada et des provinces anglophones ont modifié la Constitution en profondeur et à notre détriment, passant outre à l'opposition catégorique de notre Assemblée nationale.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Deux fois depuis, on a tenté de réparer ce tort. En 1990, l'échec de l'accord du lac Meech a révélé le refus de reconnaître jusqu'à notre caractère distinct. En 1992, le rejet de l'accord de Charlottetown, et par les Canadiens et par les Québécois, a consacré l'impossibilité de tout raccommodement.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> nous avons perduré en dépit des tractations et des marchandages dont nous avons été l'objet;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> le Canada, loin de s'enorgueillir de l'alliance entre ses deux peuples et de la clamer au monde, n'a eu de cesse de la banaliser et de consacrer le principe d'une égalité factice entre provinces;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> depuis la Révolution tranquille, nous avons pris le parti de ne plus nous cantonner dans la survivance mais, désormais, de construire sur notre différence;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que</b> nous avons l'intime conviction que persister à l'intérieur du Canada signifierait s'étioler et dénaturer notre identité même;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> <b>Parce que </b>le respect que nous nous devons à nous-mêmes doit guider nos actes;</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span><b>Nous, peuple du Québec, affirmons la volonté de détenir la plénitude des pouvoirs d'un état : prélever tous nos impôts, voter toutes nos lois, signer tous nos traités et exercer la compétence des compétences en concevant et maîtrisant, seuls, notre loi fondamentale.</b></span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span><b> </b> </span><span>
</span><span> Pour les gens de ce pays qui en sont la trame et le fil et l'usure, pour ceux et celles de demain que nous voyons grandir, <b>l'être</b> précède <b>l'avoir</b>. Nous faisons de ce principe le coeur de notre projet. </span><span>
</span><span> </span><span>
</span><span> Notre langue scande nos amours, nos croyances et nos rêves pour cette terre et pour ce pays.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Afin que le profond sentiment d'appartenance à un peuple distinct demeure à jamais le rempart de notre identité, nous proclamons notre volonté de vivre dans une société de langue française. </span><span>
</span><span> </span><span>
</span><span> Notre culture nous chante, nous écrit et nous nomme à la face du monde.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Elle se colore et s'accroît de plusieurs apports. Il nous importe de les accueillir, pour que jamais ces différences ne soient considérées comme menaces ou objets d'intolérance. </span><span>
</span><span> </span><span>
</span><span> Ensemble, nous célébrerons les joies, nous éprouverons les chagrins que la vie mettra sur notre route. Surtout, nous assumerons nos succès et nos échecs, car dans l'abondance comme dans l'infortune nous aurons fait nos propres choix.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Nous savons de quelles vaillances se sont construites les réussites de ce pays. Ceux et celles qui ont bâti le dynamisme du Québec tiennent à léguer leurs efforts aux vaillances de demain. Notre capacité d'entraide et notre goût d'entreprendre sont une force. Nous nous engageons à reconnaître et à encourager ce « coeur à l'ouvrage » qui fait de nous des bâtisseurs.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Nous partageons avec les pays de même taille que le nôtre cette vertu particulière de s'adapter vite et bien aux défis mouvants du travail et des échanges. Notre aptitude au consensus et à l'invention nous permettra de prendre bonne place à la table des nations.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Nous entendons soutenir l'imagination et la capacité des collectivités locales et régionales dans leur volonté de développement économique, social et culturel. </span><span>
</span><span> </span><span>
</span><span> Gardiens de la terre, de l'eau et de l'air, nous agirons avec le souci de la suite du monde.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Gens de ce nouveau pays, nous nous reconnaissons des devoirs moraux de respect, de tolérance et de solidarité les uns envers les autres. </span><span>
</span><span> </span><span>
</span><span> Réfractaires à l'autoritarisme et à la violence, respectueux de la volonté populaire, nous nous engageons à garantir la démocratie et la primauté du droit.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Le respect de la dignité des femmes, des hommes et des enfants et la reconnaissance de leurs droits et libertés constituent le fondement de notre société. Nous nous engageons à garantir les droits civils et politiques des individus, notamment le droit à la justice, le droit à l'égalité et le droit à la liberté.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Le combat contre la misère et la pauvreté, le soutien aux jeunes et aux aînés, sont essentiels à notre projet. Les plus démunis d'entre nous peuvent compter sur notre solidarité et sur notre sens des responsabilités.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Le partage équitable des richesses étant notre objectif, nous nous engageons à promouvoir le plein emploi et à garantir les droits sociaux et économiques : notamment le droit à l'éducation, le droit aux services de santé ainsi qu'aux autres services sociaux. </span><span>Notre avenir commun est entre les mains de tous ceux pour qui le Québec est une patrie.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Parce que nous avons à coeur de conforter les alliances et les amitiés du passé, nous préserverons les droits des Premières Nations et nous comptons définir avec elles une alliance nouvelle.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>De même, la communauté anglophone établie historiquement au Québec jouit de droits qui seront préservés. </span><span>
</span><span> </span><span>
</span><span> Indépendants, donc pleinement présents au monde, nous entendons oeuvrer pour la coopération, l'action humanitaire, la tolérance et la paix.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Nous souscrirons à la <i>Déclaration universelle des droits de l'Homme</i> et aux autres instruments internationaux de protection des droits. </span><span>
</span><span> </span><span>
</span><span> Sans jamais renoncer à nos valeurs, nous nous emploierons à tisser par ententes et par traités des liens mutuellement bénéfiques avec les peuples de la terre.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Nous voudrons en particulier inventer avec le peuple canadien, notre partenaire historique, de nouvelles relations nous permettant de maintenir nos rapports économiques et de redéfinir nos échanges politiques.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>Nous déploierons aussi un effort singulier pour resserrer nos liens avec les peuples des États-Unis et de la France et ceux des autres pays des Amériques et de la Francophonie.</span> </span></blockquote><blockquote style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span>
</span><span> </span><span>
</span><span> Pour accomplir ce projet, maintenir la ferveur qui nous habite et nous anime, puisque le temps est enfin venu de mettre en train la vaste entreprise de ce pays,</span></span></blockquote> <span style="color: #073763; font-family: helvetica;"><span style="font-size: 100%;"> </span> <span face="Helvetica,Arial,sans-serif">
</span> </span><div align="center"><span style="font-size: 130%;"><b><span face="Helvetica,Arial,sans-serif" style="font-family: helvetica;"><span style="color: #073763;">Nous, peuple du Québec,
par la voix de notre Assemblée nationale,
proclamons ce qui suit :</span> </span></b></span></div><h4 style="text-align: center;"><span><b><span face="Helvetica,Arial,sans-serif"><span style="color: #663300; font-size: large;">Le Québec est un pays souverain.</span></span></b></span></h4><div align="center"><span style="font-size: 100%; text-align: left;">* * * * * * * * * *</span></div> <blockquote><span face="Helvetica,Arial,sans-serif" style="font-size: 100%;"><b>Source :</b> <a href="http://quebeclibre.net/tcdeclaration.html" send="true">http://quebeclibre.net/tcdeclaration.html</a> </span>
</blockquote> <span style="font-size: 100%;">
</span> <hr /> <div align="center"><span style="color: green; font-family: Bookman Old Style,Bookman; font-size: 130%;"><b>
</b></span><b><span style="color: maroon; font-size: 130%;">SOUTENONS « <i><a href="http://vigile.quebec">VIGILE.QUÉBEC</a></i> » !
<br /></span><span style="font-size: 100%;">Une source d'information unique et irremplaçable. </span></b></div> <hr /> <div class="moz-signature"><div class="Section1">
<p align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: ";"><a href="http://www.youtube.com/user/yeswecanquebec#p/u/6/kdO5HzuxI0o">DEMAIN</a> – Hymne au Québec<o:p style="font-size: 10pt;"></o:p></span></b></p> <p align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: "; font-size: 11pt;">* * *</span></b></p> </div> </div></div>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-27868806537654263352021-12-15T19:05:00.010-05:002023-05-12T13:02:22.281-04:00RÉFLEXIONS TOUJOURS VALIDES...<p><span style="color: #804040; font-family: Bahnschrift; font-size: large;"><span> </span>En <b>novembre 2014</b>, je transmettais à quelques
correspondants les réflexions ci-dessous avec diverses
références...</span><span style="color: #804040; font-family: Bahnschrift; font-size: large;">.</span><span style="color: #804040; font-family: Bahnschrift; font-size: large;"> </span></p><div class="moz-forward-container">
<p><span style="color: #804040;"><span><span style="font-family: Bahnschrift;"><span> </span>Y
a-t-il eu la moindre amélioration ? On ne peut qu'en
douter devant l'actualité et la profonde division
sur l'essentiel qui règne au Québec. Que feront nos
brillants universitaires et tout le peuple ?<br />
</span></span></span></p>
<p><span style="color: #804040;"><span><span style="font-family: Bahnschrift;"><span> </span>Bonne
lecture et salutaire réflexion !</span></span></span></p>
</div>
<div class="moz-forward-container">
<hr size="2" width="100%" /><br />
<div align="right"><span style="color: #804040;"><b>9 novembre 2014</b></span><br />
</div>
<br />
<div class="moz-forward-container">
<div class="moz-forward-container"> <b><span style="font-family: Cambria;">La
présentation bien documentée ci-dessous, par un ingénieur et homme
d'affaires dynamique, devrait être vue par tous
les Québécois, particulièrement par mes collègues
professeurs d'université...</span></b><b><br />
</b><b><br />
</b><span style="font-family: Cambria;"><b> On y apprend que l'étude des
budgets démontre que </b><span style="color: #990000;"><big><b>47%</b></big></span><b>
du montant des salaires des professeurs d'université versé
par l'État québécois l'est aux professeurs des universités
anglophones.</b></span><b><br />
</b><b><br />
</b><span style="font-family: Cambria;"><b> Or, la proportion d'anglophones
de la minorité d'origine britannique n'est que de </b><span style="color: #990000;"><b>7%</b></span><b> environ selon les statistiques
féd</b><span class="text_exposed_show" style="font-weight: bold;">érales... </span></span><b><br />
</b><b><span style="font-family: Cambria;"><span class="text_exposed_show"></span></span></b><b><br />
</b><b><span style="font-family: Cambria;">
Ce qui est près de 7 (sept) fois plus que pour les professeurs
des universités de langue française.</span></b><b><span style="font-family: Cambria;"> <br />
<br />
Et les dirigeants de nos universités seraient complices
des coupures décrétées par les gouvernement de Philippe
Couillard, dit d'Arabie ???</span><br />
</b><b><span style="font-family: Cambria;"><span class="text_exposed_show"></span></span></b><b><br />
</b><b><span style="color: #990000; font-family: Cambria;">
Cherchez l'erreur !</span></b><b><br />
<br />
<span style="font-family: Cambria;">Faut-il rappeler que les trois (3)
université de langue anglaise du Québec servent largement
à angliciser les immigrés et à former en anglais,
grandement à nos frais, des étudiants étrangers qui
retourneront pratiquer en anglais chez eux après leurs
études ? C'est le cas de plus de 50% des médecins formés à
McGill...<br />
Faut-il aussi rappeler qu'il n'y a aucune université
exclusivement de langue française à l'ouest du Québec? (en 2014). Comme réciprocité, on peut trouver mieux...</span><br />
</b><b><span style="font-family: Cambria;"><span class="text_exposed_show"></span></span></b><b><br />
</b><b><span style="font-family: Cambria;">
Cette présentation est à <span style="color: #990000;">écouter attentivement </span>et
à diffuser largement. Serions-nous de misérable cocus contents à perpétuité
???<br />
</span></b>
<blockquote><a href="https://www.youtube.com/watch?v=I4qktZK-V7s">https://www.youtube.com/watch?v=I4qktZK-V7s</a><br /></blockquote>
<b><span style="font-family: Cambria;">Il
s'en trouve, hélas ! pour courber la tête et accepter la
soumission inconditionnelle. Dommage!</span></b>...<br />
<br />
<b><span style="font-family: Cambria;"><b><span style="font-family: Cambria;">Nous valons
infiniment plus que ça. </span></b><b><span style="font-family: Cambria;">Heureusement !</span></b> <br />
<br />
Verrons-nous des professeurs d'université se mobiliser
devant cette situation inacceptable? Il faut l'espérer si
l'on est optimiste...</span></b><br /><br />
P.S. D'autres détails ici :<span style="color: #663300;"><span style="font-family: Bookman Old Style;"><b><span style="color: #000066;"></span></b></span></span><br />
<blockquote>
<blockquote><span style="font-family: arial; font-weight: bold;">... on
peut commencer par lire cet éditorial du quotidien </span><i style="font-family: arial; font-weight: bold;">Le
Devoir</i><span style="font-family: arial; font-weight: bold;"> de Montréal :</span> <br />
« <a href="https://www.ledevoir.com/opinion/editoriaux/272971/la-cour-supreme-et-la-loi-104-coup-dur" moz-do-not-send="true"><span style="color: #993300;">La
Cour suprême et la loi 104 - Coup dur </span></a>» </blockquote>
<span style="color: #663300;"><span style="font-family: Bookman Old Style;"><b> </b></span></span> <span style="color: #663300;"><span style="font-family: Bookman Old Style;"><b><span style="color: #000066;">
Commentaire :</span></b></span></span> <span style="color: #663300;"><span style="font-family: Bookman Old Style;"><b><span style="color: #000066;"></span></b></span></span><br />
<blockquote><span style="color: #333300;"><b><span style="font-family: Bookman Old Style;">Bien sûr,
aucun Québécois qui se respecte ne peut accepter
l'ingérence de cette cour dans nos affaires. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> La raison essentielle étant
qu'elle n'a formellement aucune légitimité. En
effet, le Québec n'a jamais accepté la constitution
<span style="color: #660000;"><big>imposée </big></span>en
1982 par le gouvernement canadien qui réduit
unilatéralement les pouvoirs du Québec. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Il faut même reconnaitre que le
Québec, par le fait même, n'est plus formellement
partie de cette « fédération » canadienne qui est de
plus en plus unitaire et anglophone. C'est notre
indétermination actuelle qui fait que nous nous
comportons comme si nous en faisions partie. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> La constitution d'un État
démocratique doit être acceptée très majoritairement
par les citoyens, sinon elle est invalide. Or, elle
a été rejetée à la quasi unanimité par notre
Assemblée nationale. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Malheureusement, le
gouvernement actuel du Québec qui a été élu par
moins de 25% des électeurs en 2008 se montre
toujours prêt à accepter ce que lui impose
l'oligarchie « <i>ottawaise </i>». </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Cette situation ne saurait
durer beaucoup plus longtemps sans de graves
conséquences sur l'avenir de notre nation et de
notre État, les seuls de langue française en
Amérique du Nord. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Il convient donc de dénoncer
avec vigueur cette ingérence comme totalement
inacceptable et insultante, car elle sape les
fondements de la démocratie au Québec. Il faut
surtout agir. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Toutefois, je suis d'avis que
l'obligation pour les allophones et les francophones
de fréquenter les cégeps de langue française ne
règle aucunement <span style="color: #993300;">le
problème de fond</span> du Québec. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> En effet, le problème est que
le français, bien que seule langue officielle, n'est
pas actuellement ESSENTIEL pour vivre et travailler
au Québec, <span style="color: #993300;">au même
titre que l'anglais</span> dans les provinces
anglaises ou aux États-Unis. Si tant d'immigrés vont
grossir d'une façon tout à fait aberrante des
institutions telles que le cégep Dawson, et les
universités Concordia et McGill, c'est qu'ils ne
perçoivent pas la connaissance et l'usage du
français comme essentiels. D'autre part, beaucoup
trop de francophones, </span></b></span><span style="color: #333300;"><b><span style="font-family: Bookman Old Style;">par un malheureux réflexe
d'aliénation culturelle, insistent pour leur parler
anglais ! <span style="color: #660000;">[*]</span></span></b></span>
<br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> C'est même le message que leur
envoie notre gouvernement en leur fournissant des
services bilingues à tous, en violation de la <i>Charte
de la Langue française</i>, une loi fondamentale.
</span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Il est donc urgent que tous les
francophones se comportent d'une façon digne en
parlant poliment un français de qualité avec TOUS
les Québécois et PARTOUT, en TOUTES CIRCONSTANCES. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> Il est tout aussi urgent que
notre gouvernement rétablisse la Charte de la Langue
française dans son intégrité et surtout, la fasse
respecter. </span></b></span><br />
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> </span></b></span></blockquote>
</blockquote>
<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"><span style="color: #660000;">[*]</span></span></b></span>
À ce sujet, il faut lire le texte admirable d'un Québécois
originaire d'Argentine,<span style="color: #333300;"><b><span style="font-family: Bookman Old Style;"> révolté par
cette attitude servile et bête : </span></b></span><br />
<blockquote> <b><span style="color: #663300;"><big><big>La
loi rapaillée</big></big> </span></b><br />
<blockquote><b><span style="color: #663300;"> </span></b>Facundo
Medina <br />
<span style="color: #003333; font-family: Futura Md BT;">
<span class="spip_out">Source : <a href="http://www.ledevoir.com/societe/actualites-en-societe/273525/la-loi-rapaillee#reactions" moz-do-not-send="true" send="true">Le Devoir</a>
(clic), </span></span><span class="spip_out"><span style="color: #003333; font-family: Futura Md BT;">mardi
</span></span><span style="color: #003333; font-family: Futura Md BT;">17 novembre 2009 </span><span style="color: #003333; font-family: Futura Md BT;"></span><br />
</blockquote>
<span style="color: #003333; font-family: Futura Md BT;">
Extrait : </span><br />
<blockquote> <span style="color: #003333; font-family: Futura Md BT;"> </span><span style="color: #003333; font-family: Futura Md BT;"><b><span face="Helvetica,Arial,sans-serif" style="color: #003300;">«
</span></b></span><b><span face="Helvetica,Arial,sans-serif" style="color: #003300;">Il y a dix
ans que je suis arrivé au Québec. Ce ne fut pas un
choix fait au hasard. J'ai choisi le Québec parce
qu'on y parle le français, et le Québec m'a choisi
pour la même raison. En Argentine, j'avais aussi
étudié l'anglais. En fait, j'ai fait une partie de mon
éducation universitaire dans un établissement
anglophone. Pour moi, parler l'anglais, c'est une
richesse et un atout. </span></b><br />
<b><span face="Helvetica,Arial,sans-serif" style="color: #003300;"> </span></b><br />
<b><span face="Helvetica,Arial,sans-serif" style="color: #003300;"> Mais je n'aurais jamais
le culot de demander aux Québécois de payer de leur
poche pour l'éducation de mes enfants dans une langue
autre que la langue officielle instituée par la loi
101. Ma conception de la démocratie diffère alors
foncièrement de celle de mes collègues et amis. Il ne
s'agit pas de mettre à genoux un peuple et un
gouvernement pour faire valoir un droit individuel,
mais de respecter une loi et une langue choisies et
valorisées par l'écrasante majorité des francophones.
De toute évidence, les juges de la Cour suprême n'ont
pas été du même avis.</span> </b><span style="color: #003333; font-family: Futura Md BT;"><b><span face="Helvetica,Arial,sans-serif" style="color: #003300;">(...) »</span></b> </span><br />
<span style="color: #003333; font-family: Futura Md BT;">
</span></blockquote>
</blockquote>
<span style="color: #333300;"><span style="font-family: Bookman Old Style;"><b>Il faut aussi lire le texte de
Louis Préfontaine qui lui fait suite : <a href="https://vigile.quebec/articles/la-vieille-souche" moz-do-not-send="true" send="true">clic</a> : </b></span></span><br />
<blockquote>
<blockquote><span face="Helvetica,Arial,sans-serif" style="color: #000066;">« (...) </span><span face="Helvetica,Arial,sans-serif" style="color: #000066;">Je rêve du jour où
l’exception ne sera pas un immigrant qui s’intègre à
notre culture, mais le contraire. </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #000066;"> Je rêve du jour où les
Québécois, suffisamment fiers de ce qu’ils sont et
insensibles aux critiques ancestrales dont on les
affuble s’ils osent relever le menton, se donnent les
moyens d’assurer la pérennité de leur langue en la
parlant partout, en toutes circonstances. </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #000066;"> Je rêve du jour où ils se
donneront un pays non pas seulement pour avoir leur nom
sur la « mappe », mais pour se débarrasser
d’institutions contrôlantes et méprisantes de ce qu’ils
sont. </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #000066;"> Je rêve du jour où nous
cesserons de financer avec nos deniers publics
l’apprentissage d’une langue autre que le français. </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #000066;"> Je rêve du jour où nous
nous respecterons assez pour assurer notre survie.</span><span face="Helvetica,Arial,sans-serif" style="color: #000066;">»</span><span face="Helvetica,Arial,sans-serif"> </span><span face="Helvetica,Arial,sans-serif"></span><br />
</blockquote>
</blockquote>
<span style="color: #333300;"><span style="font-family: Bookman Old Style;"><b>Et celui de ce journaliste
anglophone qui vient de terminer un cours intensif de
français à Montréal qui signale la servilité de nombreux francophones en présence d'un anglophone : </b></span></span><br />
<blockquote><b><span style="color: #663300;"><big><big>L'anglo
de Saint-Pierre </big></big></span></b><br />
<b><span style="color: #663300;"><big><big> </big></big></span></b>
<blockquote><span face="Helvetica,Arial,sans-serif" style="color: #330000;"><big><b>Ean </b></big></span><big><b><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Higgins</span></b></big><span face="Helvetica,Arial,sans-serif" style="color: #330000;"> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;"> </span> <br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;"><b><span class="DocPublicationName">Le Devoir</span><span class="DocHeader"> -- </span><span class="DocHeader">lundi </span><span class="DocHeader">24 août 2009</span><span class="DocHeader">, p. a6</span></b><big><b> </b></big></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;"><big><b> </b></big></span>
<br />
<b><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Que dois-je faire pour
persuader les Québécois francophones de parler en
français lorsque je m'adresse à eux?</span></b><br />
<b><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Même si c'est, dans la
plupart des cas, une politesse, il devient gênant pour
un </span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Anglo</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;"> qui vient de finir un
cours de français de plus haut niveau, quand il essaye
d'utiliser la langue nationale du Québec, de constater
qu'un francophone lui réponde en anglais.</span></b><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Je suis tout à fait
d'accord avec ceux qui dénoncent le fait qu'il existe
plusieurs entreprises sur le Plateau Mont-Royal, à
Montréal, où on ne peut pas être servi en français, car
le propriétaire ou les employés ne le parlent pas. Mais
il est ironique qu'un anglophone soit dérangé par cet
illogisme.</span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Pour échapper à mon
agacement, j'ai développé quelques tactiques. L'une
d'entre elles est très simple: je continue mon boniment
en français, quoi qu'il arrive.</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Par exemple, l'autre jour,
je suis allé au bureau de la Régie de l'assurance
maladie du Québec, afin de renouveler ma carte, après
avoir vécu trente ans en Australie. J'ai commencé à
parler en français, mais la dame m'a répondu en anglais.
J'ai fait semblant de n'avoir entendu que du français.
C'était une petite victoire: elle a finalement daigné me
parler dans la langue nationale.</span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">«Est-ce que vous avez un
bail?», m'a-t-elle demandé. «Je ne sais pas, Madame.
Attendez, je vais consulter Le Petit Robert pour trouver
le mot "bail"... Le voilà! Oui, bien sûr, Madame, j'ai
un bail.»</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Comme journaliste, je tiens
au principe qu'il faut gêner les fonctionnaires le plus
souvent possible, et c'était amusant de déranger cette
femme ayant une fonction officielle. J'ai fait la même
chose quand je suis rentré une fois de New York. À
l'aéroport </span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Pierre</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">-Elliott-Trudeau, j'ai
insisté pour parler avec les agents de l'immigration en
français. Alors, ils m'ont emmené dans une salle
d'interrogatoire et m'ont cuisiné pendant une heure,
mais, à contrecoeur, en français, la langue nationale du
Québec.</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Mais cette tactique est un
tantinet trop agressive pour la soutenir dans la vie
quotidienne. J'ai donc expérimenté d'autres stratégies.
Quand, dans un dépanneur, par exemple, on m'a répondu en
anglais, j'ai dit: «Désolé, Monsieur, mais je ne parle
pas très bien l'anglais, car je viens d'Ukraine.»</span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">C'était efficace, parce que
rares sont ceux qui connaissent l'accent ukrainien.
Aussi, en comparaison avec les Hollandais ou les
Suédois, par exemple, il est crédible - grâce à la loi
101 - qu'un Ukrainien parle le français, mais pas
l'anglais. Triste, mais personne n'a poussé la
conversation pour me demander: «Comment c'est la vie en
Ukraine?»</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Donc, j'ai trouvé une autre
stratégie, beaucoup plus satisfaisante. «Désolé,
Mademoiselle, mais je ne parle pas très bien l'anglais;
je viens de </span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Saint</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">-</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Pierre</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;"> et Miquelon.» Je crois que
cela va être plus utile pour développer des
conversations avec les Québécois et Québécoises
francophones dans les bars.</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">«Bien sûr, Mademoiselle,
c'est un accent très étrange. Vous savez, nous
descendons des Basques et des Bretons.» (J'ai trouvé
cette explication sur Internet.) «Donc, Mademoiselle,
même les Français de la métropole trouvent que c'est un
accent bizarre.»</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">D'ailleurs, si on fait une
erreur grammaticale, et que la Québécoise me corrige, on
peut dire: «Mademoiselle, je trouve ça très intéressant;
nous devons avoir quelques nuances en grammaire qui sont
uniques à </span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Saint</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">-</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Pierre</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;"> et Miquelon.»</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">J'ai l'intention de traîner
avec moi un exemplaire du Monde, pour l'emporter aux
bars, et - si j'en trouve un - un livre concernant </span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Saint</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">-</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;">Pierre</span><span face="Helvetica,Arial,sans-serif" style="color: #330000;"> et Miquelon avec beaucoup
de grandes illustrations, pour rendre mon histoire plus
crédible.</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;">Comme ça, je pourrais aussi
dire: «Alors, Mademoiselle, peut-être voudriez-vous me
rendre visite pour voir cette excellente description de
ces belles îles françaises où je vis? Je me présente: je
m'appelle Alexis de Tocqueville.» Tout simplement - il
faut le dire - pour pratiquer la langue nationale.</span><br />
<br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000; font-style: italic;">Ean
Higgins : Journaliste qui vient de terminer un cours
intensif de français à l'Université McGill</span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #330000;"><b><i>© 2009 Le Devoir.
Tous droits réservés.</i></b></span><br />
Numéro de document : news·20090824·LE·263881</blockquote>
<hr style="font-size: 85%;" width="100%" /></blockquote>
<span style="color: #330000; font-family: Bookman Old Style;"></span><span style="color: #330000; font-family: Bookman Old Style;"><b>Le
correspondant européen à Paris du <i>Devoir</i>,
Christian Rioux, a relevé des faits très intéressants sur
la question...:</b></span><b> </b><br />
<blockquote>
<h1><span face="Helvetica,Arial,sans-serif" style="color: #003333;">L'exception québécoise</span></h1>
<blockquote>
<div class="specs"><span face="Helvetica,Arial,sans-serif" style="color: #003333;"><span class="auteur"> <a href="http://www.ledevoir.com/chroniqueur/christian-rioux/" moz-do-not-send="true" send="true">Christian Rioux</a>
</span> <span class="date"><i><b>Le Devoir</b></i> --
30 octobre 2009</span> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span> </div>
<div class="texte"><span face="Helvetica,Arial,sans-serif" style="color: #003333;">En février
2008, alors qu'il était chef de l'opposition, Mario
Dumont avait fait escale à Paris avant de s'envoler
pour Barcelone. C'était l'époque où il s'était mis
dans la tête de prêcher le modèle catalan au Québec.
Cette étrange idée lui avait probablement été soufflée
par le brillant universitaire Guy Laforest, qui
s'était lui aussi entiché de la Catalogne. Ceux qui
connaissent cette région autonome du nord-est de
l'Espagne savent pourtant que, depuis trois décennies,
c'est plutôt la Catalogne qui s'est inspirée du Québec
dans ses lois linguistiques ou pour le doublage des
films. </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> <b>Sans qu'on ait
jamais vraiment compris pourquoi, Mario Dumont
rêvait de renverser l'équation. Sur un ton espiègle,
je l'avoue, j'avais donc posé la question suivante:
«Si la Catalogne représente un exemple pour le
Québec, quand proposerez-vous l'application de la
loi 101 au cégep? Chacun sait qu'en Catalogne,
l'enseignement est en catalan de la maternelle à
l'université.»</b> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> Mesurant soudainement le
terrain glissant sur lequel il s'était engagé, le chef
de l'opposition avait eu un moment d'hésitation. Puis,
il avait détourné le regard avant de trouver une
esquive. Et pourtant, s'il est un domaine où la
Catalogne pourrait nous inspirer, c'est bien celui-là.
Même si les Catalans dits de souche ne représentent
plus que 50 % de la population, le système scolaire,
lui, est en catalan jusqu'à l'université. Dans un tel
contexte, vous comprendrez que les largesses de nos
collèges, qui permettent à 41 % des collégiens issus
de l'immigration de s'angliciser aux frais de l'État,
passeraient pour de la folie pure. </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> <b><span style="color: #330000;">Lorsqu'on l'examine à partir de
l'étranger, l'idée d'appliquer la loi 101 aux
collèges est loin d'être l'hérésie que certains
dénoncent chez nous. On pourrait même dire que
cette façon de faire est devenue la norme dans les
fédérations modernes où coexistent plusieurs
nations. </span> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> Prenez la Belgique.
Dans les années 80, le pays n'a retrouvé une
certaine paix qu'en appliquant un strict régime de
séparation linguistique. Je ne dis pas que la
situation est aujourd'hui idéale, mais au moins on
ne s'affronte plus dans les rues. À l'exception de
certaines communes dites «à facilités», l'école est
en néerlandais en Flandre et en français en
Wallonie. Et ce régime s'étend jusqu'à l'université.
En 1968, l'éclatement de l'Université de Louvain,
entre sa partie francophone (maintenant à
Louvain-la-Neuve) et sa partie flamande, avait fait
grand bruit. Elle est aujourd'hui considérée comme
normale et l'idée ne viendrait à personne de revenir
au libre choix. </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> <span style="color: #330000;">Seul Bruxelles, considéré comme un
district bilingue, jouit de la liberté de choix.
Or cette «liberté» a toujours joué contre les
Flamands qui, en moins d'un siècle, y sont devenus
une minorité. Malgré un certain regain des écoles
flamandes ces dernières années, la plupart des
immigrants qui vivent à Bruxelles choisissent la
langue dominante, le français, contribuant ainsi à
la minorisation des Flamands dans leur propre
capitale. L'exemple n'est-il pas éloquent pour
Montréal? </span></b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b><span style="color: #330000;"> </span> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> On pourrait aussi
parler de la Suisse, où chaque canton administre ses
écoles dans sa langue. Vue sous cet angle, la
minorité anglophone du Québec est certainement la
plus choyée du monde. Elle jouit de beaucoup plus
d'«accommodements raisonnables» — que l'on me
pardonne l'expression — que les Castillans en
Catalogne, les Wallons en Flandres et les Suisses
alémaniques en Suisse romande. Cette tolérance
honore les Québécois, mais de là à pousser la
naïveté jusqu'à financer l'anglicisation des
immigrants qui fréquentent le cégep, il y a une
marge que ni les Suisses, ni les Flamands, ni les
Catalans ne seraient prêts à franchir. </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> <span style="color: #330000;">Vu d'Europe, un dernier élément rend la
situation des cégeps québécois parfaitement
incongrue. Partout, l'enseignement collégial fait
dorénavant partie de l'enseignement de base. En
France, c'est 80 % d'une classe d'âge qui devrait
bientôt obtenir le diplôme collégial. Il y a
longtemps que le collège n'est plus considéré
comme un niveau complémentaire, bien qu'il ne
fasse pas entièrement partie de la scolarité
obligatoire. C'est pourquoi, contrairement à
l'université, le collège conserve dans de nombreux
pays (dont le Québec) un fort tronc commun
dispensant un enseignement jugé essentiel pour
tous. Il ne viendrait pas à l'idée d'un Catalan ou
d'un Flamand qu'un immigrant puisse s'intégrer
correctement et occuper des postes de
responsabilité sans avoir suivi, par exemple, les
cours de littérature, d'histoire et de philosophie
que dispensent les collèges catalans et flamands.
Bref, sans communier à la culture de la majorité
qui s'acquiert en bonne partie au collège. De
plus, on ne fera croire à personne qu'un collégien
qui étudie en anglais parle aussi bien notre
langue que celui qui étudie en français. Le
français parlé par nos élites est-il à ce point
satisfaisant que nous puissions dispenser 41 % des
immigrants et 4 % des francophones des cours et de
la pratique du français offerts dans les cégeps
francophones?</span> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> </b></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"><b> Dans le débat qui
s'amorce, nombreux sont ceux qui brandiront la
liberté de choix linguistique au collège comme un
principe universel et intouchable. Sachons que, dans
ce domaine, c'est plutôt le Québec qui fait figure
d'exception.</b> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> <a class="moz-txt-link-abbreviated" href="mailto:crioux@ledevoir.com" moz-do-not-send="true">crioux@ledevoir.com</a></span><br />
<span face="Helvetica,Arial,sans-serif" style="color: #003333;"> </span> </div>
</blockquote>
<div><span style="color: #0d0d0d; font-size: x-small;"><span style="font-size: small;">Pr
Jean-Luc Dion</span>, </span><span class="SpellE" style="font-size: xx-small;"><span class="GramE"><span style="color: #0d0d0d;">ing</span></span></span><span class="GramE" style="font-size: xx-small;"><span style="color: #0d0d0d;">. (retraité)</span></span><span style="color: #0d0d0d; font-size: xx-small;"> D. Sc.</span>
</div>
<div class="MsoNormal"><span style="font-family: "; font-size: x-small;"><b><i> </i></b></span><small><small><small><span style="font-family: "; font-size: x-small;">Titulaire
retraité et professeur associé</span><span style="font-family: "; font-size: x-small;"> <br />
</span><span style="font-family: "; font-size: x-small;">Département
de Génie électrique et Génie informatique <br />
Université du Québec à Trois-Rivières</span></small></small></small><span style="font-family: "; font-size: 9;"><o:p></o:p></span></div>
<div class="MsoNormal"><o:p> </o:p></div>
<br />
<div align="center" class="MsoNormal" style="font-family: arial; text-align: center;"><span style="font-size: 100%;"><b> * * *</b></span></div>
</blockquote>
<o:p></o:p>
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dans le monde<br />
n'a jamais craché sur son indépendance.<br />
Le peuple québécois serait-il si différent des
autres ?<br />
Son état de peuple annexé et soumis serait-il
définitif ?»</span></b><span face=""Calibri","sans-serif"" style="color: #632423; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: accent2; mso-themeshade: 128;"><o:p></o:p></span></span></p>
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<p align="center" class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 2pt 21.3pt; text-align: center;"><span><span face=""Calibri","sans-serif"" style="color: #632423; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: accent2; mso-themeshade: 128;">Jean-Luc Dion<o:p></o:p></span></span></p>
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<p align="center" class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 2pt 21.3pt; text-align: center;"><span><span face=""Calibri","sans-serif"" style="color: #632423; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin; mso-themecolor: accent2; mso-themeshade: 128;">* * *</span></span><br /></p><p align="center" class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 2pt 21.3pt; text-align: center;"><span><span face=""Calibri","sans-serif"" style="color: #632423; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin; mso-themecolor: accent2; mso-themeshade: 128;"><br /></span></span></p></div></div></div></div></div>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-30411444071954744572021-12-10T20:05:00.023-05:002022-09-07T13:14:41.590-04:00GNL-QUÉBEC / ÉNERGIE SAGUENAY - IRRATIONNEL ET NON ÉCOLOGIQUE<p><span style="color: #38761d;"><b> Texte transmis au quotidien <i>Le Devoir </i>et non publié, car trop détaillé et concret...</b></span></p><p>11 mars 2021</p><p><span style="color: #cc0000; font-size: medium;"><b>GNL-Québec / Énergie Saguenay (*)</b></span></p><p><b><span style="font-size: medium;">Un projet irrationnel et non écologique</span></b></p><p><b>Jean-Luc Dion</b></p><p style="text-align: justify;"> Le gaz naturel liquéfié (GNL) est produit à partir de gaz naturel, par cryogénie, et nécessite une température de −163 °C. C'est un procédé très consommateur d'énergie, même si son efficacité a été considérablement améliorée au cours des années [1]. On veut amener ce gaz dans un tuyau de Fort McMurray en Alberta sur plus de 4000 km jusqu’à Saguenay au Québec où une usine serait construite pour le liquéfier, de même qu’un port pour l’expédier à l’étranger par bateau méthanier.</p><p> Un méthanier comporte plusieurs réservoirs et sa cargaison peut actuellement atteindre plus de 150 000 mètres cubes de GNL. Le volume du méthane à l'état gazeux est égal à 600 fois son volume à l'état liquide, à pression atmosphérique. 150 000 m3, c’est le volume d’une sphère de 66 m de diamètre, ou d’un cube de 53 m de côté… À l’état gazeux, c’est donc un cube de 445 m de côté, soit près de 90 millions de m3 ou 90 milliards de litres ! Un tel bateau qui s’enflammerait accidentellement sur la rivière Saguenay est presque comparable à une petite bombe atomique. Et il en circulerait près de 300 par année sur notre magnifique rivière.</p><p> Comme bien d’autres, ce projet risque de nous coûter très cher de tous points de vue, alors que nous avons des projets énormément plus profitables à réaliser, en mines et métallurgie par exemple. Les gros intérêts américains qui sont largement derrière auraient récemment réussi à embarquer des investisseurs québécois pour plusieurs millions, sans parler de notre gouvernement et d’Hydro-Québec qui pourraient y engouffrer plusieurs centaines de millions de dollars, en plus de gaspiller nos réserves d’énergie électrique, sans considérations sérieuses pour notre territoire et notre avenir. Notons que ces investisseurs seront nécessairement amenés à devenir des lobbyistes dans le but de sauver leur mise, à l’exclusion de toute autre considération… [2]</p><p> On pourrait sans doute démontrer que ce projet est fou du point de vue énergétique : l'énergie dépensée dans tout le processus, est très probablement bien supérieure à celle qu'on récupère par la combustion du gaz en bout de ligne ! Même le PLQ est maintenant opposé à ce projet ! Voici une liste incomplète de ces dépenses :</p><p> C'est sans compter les diverses ressources naturelles requises pour fabriquer tous les autres éléments de cette chaine (métaux divers, etc.) et l'énergie dépensée pour les transformer... De plus, ce gaz est tout probablement extrait par fracturation hydraulique qui est, comme on le sait, une abomination pour les nappes phréatiques, sources d’eau potable.</p><p> C'est aussi sans parler les fuites de gaz (surtout du méthane) toujours présentes et pratiquement incontrôlables dans ces installations, de la source au lieu d’utilisation. Or, ce gaz est au moins 20 fois pire que le gaz carbonique au plan du réchauffement climatique...</p><p> C'est un des pires cas d'exploitation d'une ressource énergétique, avec un rendement négatif qu'on camoufle de toutes les façons possibles, en attribuant au gaz un valeur 'écologique' et même ‘bio-écologique’ en changeant le nom du projet de GNL Québec en Symbio Infrastructure [3]. Un mensonge éhonté dans les conditions décrites. Alors, qui est perdant dans ce projet ?</p><p> Et, finalement, la pollution et les divers dégâts produits par tout ça, dont la perte de la magnifique rivière Saguenay comme site naturel incomparable, et la disparition probable des bélugas et autres espèces rares! Quelqu'un a déjà écrit : « la véritable énergie 'verte' est celle qu'on n'utilise pas ».</p><p> Nous avons la chance au Québec d'avoir des barrages hydroélectriques qui nous fournissent vraiment l'énergie électrique la plus écologique possible. Mais il faut se préoccuper sérieusement en haut lieu que nos surplus ne soient pas dilapidés à rabais au profit de nos voisins du sud et de projets tordus, alors que nous avons la possibilité de l'utiliser beaucoup plus pour nous chauffer, chauffer des serres pour produire la majorité de nos fruits et légumes, au lieu de les importer du bout du monde... Etc... Tout un autre débat !</p><p> Or, c'est tout le contraire dans ce projet que de puissants intérêts qui ne sont pas les nôtres veulent nous imposer sans aucune considération pour notre territoire et notre avenir. À la source, j'aurais aussi dû mentionner le fait que ce gaz est tout probablement extrait par fracturation hydraulique qui est une nécessairement amenés à devenir des lobbyistes dans le but de sauver leur mise, à l’exclusion de toute autre considération… [2]</p><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQG6uoA2Bc6Tu80Q_XIPveRFiu2P7qgrWullD31_rsSC9UninBsRYr1kYWUR9xCXhLYV6L_gd2zgErgcuZE_kaNWur7WqDBBFmo2H1kwPYE7QpZYRNDRkG1YYKmNNHfq6jo-Tr7vwfo0tUUQjWSf6xIh-Ck24VcbTVOZjtBqxsqktbhOFOzDkvXdPG/s1000/GNL%20-%20Qu%C3%A9bec.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="665" data-original-width="1000" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQG6uoA2Bc6Tu80Q_XIPveRFiu2P7qgrWullD31_rsSC9UninBsRYr1kYWUR9xCXhLYV6L_gd2zgErgcuZE_kaNWur7WqDBBFmo2H1kwPYE7QpZYRNDRkG1YYKmNNHfq6jo-Tr7vwfo0tUUQjWSf6xIh-Ck24VcbTVOZjtBqxsqktbhOFOzDkvXdPG/s320/GNL%20-%20Qu%C3%A9bec.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"> On pourrait sans doute démontrer que ce projet est fou du point de vue énergétique : l'énergie dépensée dans tout le processus, est très probablement bien supérieure à celle qu'on récupère par la combustion du gaz en bout de ligne ! Même le PLQ est maintenant opposé à ce projet ! <b>Voici une liste incomplète de ces dépenses :</b></span></div></div><p></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p>• L'énergie dépensée pour construire tout le matériel d'extraction à la source;</p><p>• L'énergie dépensée pour extraire le gaz et le comprimer;</p><p>• L'énergie dépensée pour fabriquer les tuyaux du gazoduc, les transporter, les installer, les souder, etc.;</p><p>• L’énergie de prétraitement ou purification;</p><p>• L'énergie et les ressources dépensée pour fabriquer les camions et les trains requis...</p><p>• L'énergie dépensée pour pomper le gaz et le faire circuler dans le gazoduc;</p><p>• L’énergie et les ressources dépensées pour construire l’usine et le port à Saguenay;</p><p>• L'énergie dépensée (énorme) pour liquéfier le gaz à la réception.</p><p>• L'énergie dépensée pour fabriquer le navire;</p><p>• L'énergie dépensée pour pomper le gaz dans le navire;</p><p>• L'énergie dépensée pour propulser le navire du départ à l'arrivée;</p><p>• L'énergie dépensée pour pomper le gaz liquéfié, du navire aux réservoirs;</p><p>• L'énergie dépensée pour réfrigérer le gaz liquéfié;</p><p>• L'énergie dépensée pour transporter le gaz liquéfié jusqu'aux lieux d'utilisation;</p><p>• L’énergie dépensée pour retourner le GNL à l’état gazeux;</p></blockquote><p> C'est sans compter les diverses ressources naturelles requises pour fabriquer tous les autres éléments de cette chaine (métaux divers, etc.) et l'énergie dépensée pour les transformer... De plus, ce gaz est tout probablement extrait par fracturation hydraulique qui est, comme on le sait, une abomination pour les nappes phréatiques, sources d’eau potable.</p><p> C'est aussi sans parler les fuites de gaz (surtout du méthane) toujours présentes et pratiquement incontrôlables dans ces installations. Or, ce gaz est au moins 20 fois pire que le gaz carbonique au plan du réchauffement climatique... C'est un des pires cas d'exploitation d'une ressource énergétique, avec un rendement fortement négatif qu'on camoufle de toutes les façons possibles, en attribuant au gaz un valeur 'écologique' : un mensonge éhonté dans les conditions décrites. C'est pratiquement le cas seulement si on extrait le gaz et qu'on l'utilise dans le voisinage immédiat comme cela s'est fait dans notre région. Et encore, à cause des fuites mal colmatées !</p><p>Alors, qui est perdant dans ce projet ?</p><p><b>Jean-Luc Dion</b></p><p><span style="font-size: x-small;">Ingénieur et professeur retraité <br />Département de Génie électrique et Génie informatique<br />Université du Québec à Trois-Rivières.</span></p><p>1 https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9#cite_note-He-3</p><p>2 https://www.equiterre.org/actualite/gnl-quebec-%E2%80%93-ce-que-vous-devez-savoir?gclid=EAIaIQobChMIlMX0xaK67wIVGOWzCh04KQ-wEAAYASAAEgLR4vD_BwE?gclid=EAIaIQobChMIlMX0xaK67wIVGOWzCh04KQ-wEAAYASAAEgLR4vD_BwE</p><p>3 https://www.ledevoir.com/societe/environnement/596575/gnl-quebec-se-cherche-des-allies</p><p style="text-align: center;"><b>-o-o-o-o-o-o-</b></p><p><b><span style="color: #990000; font-size: medium;">ANNEXE</span></b></p><p><span> </span>Le gaz naturel (constitué à plus de 90 % de méthane) est transporté par navires (méthaniers) à une température de −162 °C et à une pression voisine de la pression atmosphérique. Les réservoirs sont construits sur le principe de la bouteille isotherme et leur capacité peut aller jusqu'à 200 000 m3 de gaz liquide par réservoir. Un méthanier comportant plusieurs réservoirs, sa cargaison peut actuellement atteindre 154 000 m3 de GNL, Gaz Naturel Liquéfié. Les futurs méthaniers pourront transporter jusqu'à 260 000 m3 de GNL. Le volume du méthane à l'état gazeux est égal à 600 fois son volume à l'état liquide, à pression atmosphérique.</p><p>(chaque méthanier est une terrifiante bombe flottante…)</p><p>La combustion du méthane à 25 °C libère une énergie de 39,77 MJ/m3 (55,53 MJ/kg)a, soit 11,05 kWh/m3 (15,42 kWh/kg) (à TPN : température et pression normales).</p><p>https://fr.wikipedia.org/wiki/M%C3%A9thane#Inflammation_et_combustion</p><p>Considérons cette dernière valeur, 15,42 kWh/kg. Si cette énergie était sous forme d'électricité à 0,07$/kWh, 1 kg de gaz (0,716 kg) vaudrait environ 1,08$. Et combien dépenserait-on pour produire et utiliser ce kilogramme ?</p><p>https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9</p><p>https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9#Cycles_de_r%C3%A9frig%C3%A9ration_en_cascade</p><p>Quelques caractéristiques :</p><p><b>• Phase gazeuse :</b></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p>o Masse volumique (1013,25 hPa, à 15 °C ) : 0,678 kg m3-1</p></blockquote><p><span> </span><span> </span><span> </span><span> 1 hPa = 1 hectopascal = 100 pascals (Pa)</span> </p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p>o Équivalent gaz/liquide (1013,25 hPa, 15 °C) : 1 m3 de gaz > 0,001587 m3 de liquide (1,587 litre)</p><p>o Volume Spécifique (1013,25 hPa, 21 °C) : 1,48 m3/kg</p><p>o Chaleur spécifique du gaz à pression constante (Cp) (1013,25 hPa et 25 °C) : 35 J/(mol.K)</p><p>o Chaleur spécifique du gaz à volume constant (Cv) (1013,25 hPa et 25 °C) : 27 J/(mol.K)</p><p>o γ = Cp/Cv = 1,296</p><p>o Viscosité (1013,25 hPa, 0 °C) : 0,0001027 poise</p><p>o Solubilité du gaz dans l'eau (1013,25 hPa) : 0,054 vol/vol à 2 °C.</p></blockquote><p>• Phase liquide :</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p>o Masse volumique (1013,25 hPa, au point d'ébullition de -161,6 °C) : 422,62 kg m3-1</p><p>o Équivalent liquide/gaz (1013,25 hPa, 15 °C) : 1 kg de liquide > 1,47 m3 de gaz, ou 1 m3 de liquide > 630 m3 de gaz</p><p>o Point d'ébullition (1013,25 hPa) : -161,6 °C (111,55 K)</p><p>o Chaleur latente de vaporisation (1013,25 hPa, au point d'ébullition) : 510 kJ kg-1</p><p>Source : http://pravarini.free.fr/gaz-methane.htm#:~:text=Volume%20Sp%C3%A9cifique%20(1013%2C25%20hPa,)%20%3A%2027%20J%2F(mol.</p></blockquote><p><b>Compression polytropique adiabatique d'un gaz idéal:</b></p><p>o avec:</p><p>Wc : Energie apportée au gaz en J/mole Tasp :Température d'aspiration (K) Pref : Pression absolue au refoulement Pasp : Pression absolue à l'aspiration ηp : Rendement polytropique γ = Cp / Cv Z : facteur de compressibilité du gaz R = 8,3145 J/K/mole</p><p>EXEMPLE : Supposons que Pref/Pasp = 100, Tasp = 293 K, ηp = 1 et Z = 1 (pour simplifier). γ = Cp/Cv = 1,296</p><p>Alors : Wc = 1,987 x 104 J/mole = 1,987 x 107 joules/kilomole = 19,87 MJ/kmole</p><p>1 kmole de CH4 = 16 kg</p><p>Alors : Wc = 1,242 MJ/kg = 0,345 kWh/kg : l’énergie requise pour comprimer 1 kg de méthane, de 1 bar à 100 bars adiabatiquement.</p><p>https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9#Pr%C3%A9-traitement_du_gaz</p><p><b>Liquéfaction</b></p><p>https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9#Cycles_de_r%C3%A9frig%C3%A9ration_en_cascade Le gaz naturel liquéfié est produit à partir de gaz naturel, par cryogénie, et nécessite une température de −163 °C. C'est un procédé très consommateur d'énergie, même si son efficacité a été considérablement améliorée au cours des années1. Dans les régions où il ne peut être injecté dans le réseau de gaz ni consommé sur place, le biométhane (ou biogaz raffiné) peut aussi être liquéfié, on le nomme alors parfois LBG pour liquefied biogas (biogaz liquéfié)2. Une demande nouvelle pourrait émerger dans le domaine de la motorisation de navires et péniches par des carburants verts de ce type2. Quel que soit le procédé cryogénique retenu, la liquéfaction du gaz naturel demande un important apport d'énergie mécanique pour actionner les pompes ou compresseurs. Ainsi les différents processus existants pour réaliser la cryogénisation sont souvent comparés du point de vue de leur consommation énergétique, souvent exprimée en kWh (mécaniques) consommés par kg de GNL produit3. « La consommation d'énergie dans le procédé en cascade est d'environ 0,255 kWh/kg de GNL produit (918 kJ/kg)» (une valeur qui me semble faible…)</p><p><b>Travail de compression :</b></p><p>http://processs.free.fr/Pages/VersionWeb.php?page=2110</p><p>(*) https://energiesaguenay.com/media/cms_page_media/27/GNL%20101%20-%20Initiation%20au%20Gaz%20Naturel%20Lique%CC%81fie%CC%81.pdf</p><p></p><p><br /></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-2615413830878284452021-11-12T19:38:00.399-05:002023-01-21T16:10:57.731-05:00LA CATASTROPHE - AUTOUR D’UN GRAPHIQUE...
<div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;"><p align="center" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span face=""Arial",sans-serif" style="color: #990033; font-size: 14pt; letter-spacing: 2.2pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">LA CATASTROPHE - AUTOUR D’UN GRAPHIQUE</span></b><span face=""Arial",sans-serif" style="color: #086134; font-size: 14pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: center;"><b><span face=""Arial",sans-serif" style="color: #274e13; letter-spacing: 2.2pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Jean-Luc DION</span><span face=""Arial",sans-serif" style="color: #274e13; font-size: 10.5pt; letter-spacing: 2.2pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"> [1]<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="margin-top: 4pt; text-align: center;"><span lang="FR">Ingénieur et professeur retraité, Université du Québec à Trois-Rivières<o:p></o:p></span></p>
<p align="right" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: right;"><span face=""Arial",sans-serif" style="color: #086134; font-size: 10.5pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Avril 2022<o:p></o:p></span></p>
<p class="Style1" style="text-align: justify;"><span> </span>À chaque jour qui passe, les mises en garde se multiplient
devant les bouleversements climatiques qui s’annoncent, terribles, et qui
sévissent déjà en divers points de la planète : pensons à la fonte
accélérée des glaciers partout, aux sécheresses désastreuses, à la disparition
de dizaines d’espèces animales chaque année et à celle des forêts, etc. Devant cette
inquiétante réalité, nos politiciens, à la fois sous l’emprise contradictoire
de très gros intérêts et de militants écologistes, se réunissent de temps à
autre dans des conférences mondiales comme la COP-26 de Glasgow à l’automne
2021 et rivalisent de promesses plus ou moins stériles. Même notre Premier
Ministre Legault annonçait récemment un investissement de <b>5 milliards</b> de
dollars pour remplacer les autobus polluants par des autobus électriques, de
même pour les voitures électriques ! Mais on sait bien que cela ne changera <b>rien</b>
s’il n’y a aucune <b>incitation sérieuse</b> à utiliser les transports en commun et sans
<b>mesures</b> <b>draconiennes</b> de réduction de la consommation d'énergie
sous toutes les formes… <span style="color: #086134;"><o:p></o:p></span></p>
<p class="Style1" style="text-align: justify;"><span> Mais il importe de se méfier des illusions entretenues en évoquant les énergies dites 'vertes' et les voitures électriques. </span>En effet, les voitures électriques consomment au total à peu
près autant, sinon plus d'énergie et de ressources que les voitures avec moteur au pétrole.
On en traite plus bas. Et puis, quoi penser
des déclarations des ministres du Canada quand on lit dans <i>La Presse</i> du
3 novembre 2021 « <i>Les principales sociétés pétrolières opérant au
Canada prévoient <b>augmenter</b> leur production de presque <b>30% d’ici
2030</b> et n’ont aucun plan détaillé pour réduire leurs émissions de gaz à
effet de serre</i>. »? [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Arial",sans-serif" style="color: black; font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-themecolor: text1;">[2]</span></span><!--[endif]--></span></a>]<span style="color: #086134;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span face=""Arial",sans-serif" style="color: #c00000; font-size: medium; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">La situation</span></b><span face=""Arial",sans-serif" style="color: #086134; font-size: 14pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="Style1" style="text-align: justify;"><span> </span>Des mesures draconiennes ? Pourquoi ? Le graphique suivant
(figure 1) dit essentiellement tout, si on sait l’interpréter correctement. Ce
graphique de source sérieuse [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftn3" name="_ftnref3" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Arial",sans-serif" style="color: black; font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-themecolor: text1;">[3]</span></span><!--[endif]--></span></a>],
montre l’évolution de la consommation totale d’énergie sur la planète jusqu’en
2019, de toutes les sources, en térawattheures (le térawattheure est une unité
de mesure d'énergie correspondant à 10<sup>12</sup> (10 puissance 12)
wattheures, le wattheure étant l'énergie consommée par un appareil d'une
puissance d'un watt fonctionnant pendant une heure. Il dit essentiellement
ceci :<o:p></o:p></p>
</span></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;"><p class="MsoListParagraph" style="text-align: left;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->Pendant
longtemps la consommation a augmenté de façon exponentielle, c’est-à-dire en
doublant à tous les 30 ans, à peu près.</p></span></div></blockquote><div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;"><p class="MsoListParagraph"><!--[if !supportLists]--><o:p></o:p></p>
</span></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;"><p class="MsoListParagraph" style="text-align: left;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><!--[endif]-->À
partir de 1990, la croissance est devenue à peu près linéaire jusqu’en 2019,
apparemment sous l’effet d’une prise de conscience écologique; et elle a doublé
depuis 1975.</p></span></div></blockquote><div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;"><p class="MsoListParagraph"><!--[if !supportLists]--><o:p></o:p></p>
<p align="center" class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0cm; text-align: center;"></p></span><span><div class="separator" style="clear: both; color: #073763; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgvooho1te-1O716JM_EMCZk2K5CABJPswbw2zLQhcQNQc-PCrsmpgTeo3r4_ZkS6Vlj0ndKw_L6UXl2QazROYm4T2zR-SjsSdXkVEAYAb5b28my0fma6Rc49h0fewHZAcQfq4vir5a0_qDGk8H32fbyPdF0QROaCAWRiqSF47ix9hFKCLsEjFLx0Te" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="519" data-original-width="1039" height="334" src="https://blogger.googleusercontent.com/img/a/AVvXsEgvooho1te-1O716JM_EMCZk2K5CABJPswbw2zLQhcQNQc-PCrsmpgTeo3r4_ZkS6Vlj0ndKw_L6UXl2QazROYm4T2zR-SjsSdXkVEAYAb5b28my0fma6Rc49h0fewHZAcQfq4vir5a0_qDGk8H32fbyPdF0QROaCAWRiqSF47ix9hFKCLsEjFLx0Te=w667-h334" width="667" /></a></div><p style="color: #073763;"></p>
<p class="Figure" style="color: #073763; text-align: center;">Figure 1.a – Évolution de la consommation d’énergie dans le
monde.</p>
<p class="Style1" style="color: #073763; line-height: normal; margin-top: 6pt; text-align: justify;"><span><span> Ce dernier graphique est à comparer au suivant qui annonce aussi la catastrophe. <br /></span><span> En 2021, la population a augmenté de près de 25 millions d'humains sur la planète...</span><br /></span></p><p class="Style1" style="color: #073763; line-height: normal; margin-top: 6pt; text-align: justify;"><span><span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhnckAn0J30Zoqw4VxyMt1IYQoHvoq4gnNt8QwA6885m_CAyG5UurA19ZbzaTyDoDBiZEJzlOqJFE8dKFxrChiSAuupTGUPfbWERtx77g4MG7-cUO9kvedfX3qzdpsoNcb6YOis1cBTkUC0K4FgDUfjLxKtbGiHkfRKA34Bg_uXjHfRt6mw9S9MlJ4b" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="432" data-original-width="799" height="173" src="https://blogger.googleusercontent.com/img/a/AVvXsEhnckAn0J30Zoqw4VxyMt1IYQoHvoq4gnNt8QwA6885m_CAyG5UurA19ZbzaTyDoDBiZEJzlOqJFE8dKFxrChiSAuupTGUPfbWERtx77g4MG7-cUO9kvedfX3qzdpsoNcb6YOis1cBTkUC0K4FgDUfjLxKtbGiHkfRKA34Bg_uXjHfRt6mw9S9MlJ4b" width="320" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span>Figure 1.b – Évolution de la population mondiale.</span></div><p></p><p class="Style1" style="color: #073763; line-height: normal; margin-top: 6pt; text-align: justify;"><span> </span>En 2020 jusqu’à
maintenant, à cause de la pandémie de Covid-19, il y a eu une légère diminution de la consommation d'énergie d’environ 4%. Mais la croissance a maintenant repris d’après des sources
comparables [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftn4" name="_ftnref4" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Arial",sans-serif" style="color: black; font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-themecolor: text1;">[4]</span></span><!--[endif]--></span></a>].
Le charbon, le pétrole et le gaz constituent près de 85% des sources d’énergie
actuelles. Les autres sources dites ‘ vertes et modernes’, hydraulique,
solaire, éolienne, nucléaire, etc. constituent le reste.<o:p></o:p></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>En ce qui concerne les plastiques, le principal sous-produit du
pétrole, on a pu lire récemment (<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftn5" name="_ftnref5" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Arial",sans-serif" style="color: black; font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-themecolor: text1;">[5]</span></span><!--[endif]--></span></a>)
que : « <i>L’industrie pétrolière a déjà une stratégie de défense
parfaitement au point, qui consiste à stimuler la production de plastique pour
maintenir et faire croître la consommation mondiale d’hydrocarbures.</i> »
La production a pratiquement doublé depuis 25 ans et atteint actuellement près
de 400 millions de tonnes par année pour fabriquer, chaque jour, <b>des
milliards</b> de bouteilles et autres babioles qui vont finir massivement dans
les dépotoirs débordant sur les villes et dans les océans où le volume, dit-on,
pourrait prochainement dépasser celui des poissons…<o:p></o:p></p>
<p class="MsoNormal" style="background: white; color: #073763; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span face=""Arial",sans-serif" style="color: #c00000; font-size: medium; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Les acteurs</span></b><span face=""Arial",sans-serif" style="color: #086134; font-size: 14pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>Or, il n’y a aucun indice que cette croissance ne se poursuivra
pas, à moins <b>d’une prise de conscience</b> très rapide et des
gestes efficaces à partir de maintenant, après la conférence COP-26 de Glasgow
qui avait lieu récemment, de la part de toutes les nations, <b>surtout de
celles qui polluent le plus : </b>Amérique du Nord, Europe, Chine,
Inde… En effet, une des causes principales de cette croissance est <b>l’augmentation
continuelle du nombre de véhicules automobiles de plus en plus gros, </b>surtout
en Amérique du Nord. C’est sans parler du gaspillage d’énergie sous toutes ses
formes, particulièrement <b>le plastique :</b> les bouteilles et une
multitude d’emballages qui devraient être évités par la vente en vrac.<o:p></o:p></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>De toute évidence, rien d’autre que des mesures <b>radicales,
draconiennes,</b> dans tous les pays pollueurs, ne pourront produire un
effet réel, <b>avec une certaine chance d’éviter la catastrophe</b> indescriptible
qui semble autrement inévitable pour toute vie sur notre planète. Mais,
pouvons-nous même en rêver, tellement <b>le dogme</b> de la
sacrosainte « <b>croissance</b> » est enivrant et toxique pour tous
les spéculateurs de la planète ! Tout comme celui de la consommation pour la
majorité du peuple.<o:p></o:p></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>Or, on le sait maintenant, les sources d’énergie hydraulique
ont pratiquement atteint un plafond de possibilité dans le monde. D’autre part,
la mise en œuvre des énergies solaire et éolienne requiert des ressources
considérables pour une efficacité effective maximale très
réduite : moins de 25% pour le solaire et moins de 40% pour l’éolienne [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftn6" name="_ftnref6" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Arial",sans-serif" style="color: black; font-size: 12pt; line-height: 107%; mso-ansi-language: FR-CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA; mso-themecolor: text1;">[6]</span></span><!--[endif]--></span></a>];
et zéro quand il n’y a ni soleil ni vent… Dans ce dernier cas, les moyens de
stockage coûtent très cher et réduisent de beaucoup le rendement global.
L’efficacité étant définie comme le rapport entre la puissance électrique
moyenne produite et la puissance moyenne de la lumière ou du vent reçue.<o:p></o:p></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>Par ailleurs, la production de combustibles tels que l’éthanol
et l’hydrogène pour remplacer le pétrole est <b>une illusion technique</b>,
quel que soit le mode de production et d’utilisation car il faut une source
d'énergie pour les produire, et le rendement global est faible. Quant à
l’énergie nucléaire, une civilisation humaine responsable n’aurait jamais dû y
toucher, du fait des terribles conséquence à long terme des déchets dont on ne
sait encore que faire : par exemple, l’ingestion de <b>20
microgrammes</b> de plutonium 239, un sous-produit des centrales
nucléaires où on en trouve des kilos, suffit à tuer un être humain à coup sûr…<o:p></o:p></p>
<p class="MsoNormal" style="background: white; color: #073763; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span face=""Arial",sans-serif" style="color: #c00000; font-size: medium; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Les moyens</span></b><span face=""Arial",sans-serif" style="color: #086134; font-size: 14pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="Style1" style="text-align: justify;"><span style="color: #073763;"> Alors! Quel espoir reste-t-il ? De toute
évidence, cela passe </span><b style="color: #073763;">essentiellement</b><span style="color: #073763;"> par une diminution </span><b style="color: #073763;">radicale</b><span style="color: #073763;"> de
la consommation d’énergie à court terme sous toutes ses formes, et son
corollaire, </span><span style="color: #660000;"><b>la</b> <b>simplification</b> <b>du mode de vie</b></span><span style="color: #073763;"> des sociétés
les plus développées et le partage équitable avec les autres. Quelles tournures
cela pourrait-il prendre ? Ce qui vient le plus naturellement à l’esprit
devrait être ceci…<o:p></o:p></span></p>
<p class="MsoListParagraph" style="color: #073763;"></p><ol style="text-align: left;"><li>Les gouvernements des pays, surtout les plus
polluants, prennent à très court terme des mesures pour <b>décourager</b> l’usage
des voitures individuelles de toutes sorte en visant, par exemple, une
réduction de 30% à 50% en 5 ans. Cela passe nécessairement par :<br /><br /></li><li>Des campagnes massives d’information sur les
mortels dangers du <b>gaspillage</b> des ressources causant la
pollution et le réchauffement climatique qui entrainent des catastrophes
naturelles; de même que sur la consommation de produits inutiles.<br /><br /></li><li>L’encouragement par tous les moyens du <b>transport en commun</b>, du <b>covoiturage</b> , et de l’utilisation des <b>taxis</b>. Bien sûr, la marche et le vélo
aussi…<br /><br /></li><li>La mise en œuvre de réseaux de transport en
commun vraiment <b>modernes et rapides</b> pour toutes les villes et régions prenant,
par exemple, la forme de nombreux <b><span style="color: #660000;">minibus électriques très mobiles</span></b>,
avec ou sans chauffeur, pour 12 à 16 passagers, gérés par une <b>intelligence
artificielle</b> qui contrôle aussi tous les feux de circulation pour supprimer
les arrêts inutiles (voir l'image à la fin). Ce système étroitement intégré aux divers moyens de
transport, incluant les taxis, géré par une intelligence artificielle, doit
permettre à tout citoyen qui dispose d’un téléphone, et qui désire aller du
point A au point B, sur des distances d’un kilomètre et plus, de le faire
beaucoup plus vite qu’en automobile actuellement, avec un temps d’attente de 5
à 10 minutes.<br /><br /></li><li>Cela inclus le transport interurbain entre les
principales villes par un système ultra-rapide tel que le TGV ou le <b>monorail
à moteurs-roues suspendu,</b> qui est à réaliser depuis 1995 au Québec,
lequel permettrait de faire le trajet Québec-Montréal en moins de 1,5 heure.
Dans l'intérim, on peut accélérer considérablement <b>le déplacement
interurbain en autobus</b>, en utilisant une intelligence artificielle pour
gérer leurs entrées et sorties de ville par le contrôle des feux de
circulation.<br /><br /></li><li>Le <b>remplacement massif</b> du transport par camions
par celui en train et bateau, surtout pour les longs parcours : les
camions sont relativement très inefficaces et détruisent nos routes…</li></ol><!--[if !supportLists]--><p></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>De tels systèmes sont parfaitement possibles à l’heure
actuelle, considérant qu’on fabrique déjà des minibus électriques et des trains
au Québec, avec la capacité d’établir et programmer des systèmes d’intelligence
artificielle.<span style="color: #086134;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; color: #073763; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span face=""Arial",sans-serif" style="color: #c00000; font-size: medium; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Le
financement</span></b><span face=""Arial",sans-serif" style="color: #086134; font-size: 14pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="Style1" style="color: #073763;"><span> </span>Forcément, la réalisation de tels moyens de transport nécessite
un financement considérable. Au Québec, nous pouvons considérer deux solutions
à court terme :<span style="color: #086134;"><o:p></o:p></span></p>
<p class="MsoListParagraph" style="color: #073763;"></p><ol style="text-align: left;"><li>L’abandon de projets tels que la
construction de tunnels et de nouvelles autoroutes, afin d’investir dans l’efficacité <b>et
de véritables solutions modernes,</b> tout en favorisant la fabrication de
véhicules électriques au Québec car les véhicule au pétrole doivent normalement
disparaitre.<br /><br /></li><li>La <b>taxation
équitable et pondérée</b> des véhicules automobiles individuels en
fonction de diverses variables telles que le poids, le prix d’achat, la
consommation d’essence… <br /><br /></li><li>Il
est aussi essentiel d’instaurer <b>le péage</b> sur toutes les routes
importantes sillonnées par des transports en commun rapides, particulièrement
pour les camions. Ce péage pourrait être <b>pondéré</b> de sorte que les gens
qui sont obligés d’utiliser leur voiture, du fait qu’ils sont mal desservis par
les transports en commun, auraient une réduction bien déterminée. Cette
particularité peut être gérée par informatique aux postes de péages, même sans
contact. Les espaces de stationnement en ville peuvent aussi être gérés de la
même façon, <b>avec des taux dissuasifs</b>.</li></ol><!--[if !supportLists]--><p></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--><o:p></o:p></p>
<p class="MsoListParagraph" style="color: #073763;"><!--[if !supportLists]--><o:p></o:p></p>
<p class="Style1" style="color: #073763;"><span> </span>Tout en sachant bien qu’un problème de fond est le fait que les
transports en commun ne sont pas utilisés <b><span style="color: #660000;">par
une majorité</span></b> de citoyens qui préfèrent trop souvent être assis
seuls dans leur auto coincée dans le trafic, pour laquelle ils s'endettent souvent aux dépens d'autre besoins essentiels.</p>
<p class="Style1" style="color: #073763;"><span> </span>La figure suivante illustre un mode de taxation qui serait
beaucoup plus juste que l’actuel, et relativement facile d’application. Les
valeurs de C<sub>o</sub>, C<sub>m</sub>, E<sub>o</sub> et E<sub>m</sub> seraient
déterminées par les facteurs précédents.<o:p></o:p></p>
<p align="center" class="MsoNormal" style="background: white; color: #073763; line-height: normal; margin-bottom: 12pt; text-align: center;"></p><div class="separator" style="clear: both; color: #073763; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEieTjJCKPCCNr4ZjUHYi_im9XdUj-Gz07bUbVYd_0sUssZTR38dqzGhR9aPgMhkMKEXXAB7vzFMVPJZaiaS7HFSui8YdhgYbTFHcRTMDpMatmBAptFxcjRTCr_9rTT8qc6Ajqhuo5yhnb2NW7mipDddZkbF0vrnr7_mdXZUnhybI3SCWqcDPrh-EioR" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="513" data-original-width="563" height="381" src="https://blogger.googleusercontent.com/img/a/AVvXsEieTjJCKPCCNr4ZjUHYi_im9XdUj-Gz07bUbVYd_0sUssZTR38dqzGhR9aPgMhkMKEXXAB7vzFMVPJZaiaS7HFSui8YdhgYbTFHcRTMDpMatmBAptFxcjRTCr_9rTT8qc6Ajqhuo5yhnb2NW7mipDddZkbF0vrnr7_mdXZUnhybI3SCWqcDPrh-EioR=w417-h381" width="417" /></a></div><br /><div style="color: #073763; text-align: center;"><span style="text-indent: 0cm;">Figure 3 - Une
méthode de taxation équitable. </span></div><p style="color: #073763;"></p><p class="Figure" style="color: #073763; margin-bottom: 12pt; text-align: center;"><o:p></o:p></p>
<p class="Style1" style="text-align: justify;"><span style="color: #073763;"> </span><span style="color: #073763;">Actuellement, la taxation des véhicules ne permet pas une
<b>véritable équité</b>, ni un signal dissuasif fort, ni un financement adéquat de
projets de transports modernes. Or, il importe que le pouvoir dissuasif
</span><b style="color: #073763;">augmente progressivement </b><span style="color: #073763;">avec </span><span style="color: #990000;">le poids</span><span style="color: #073763;"> du véhicule, son </span><span style="color: #990000;">prix d’achat</span><span style="color: #073763;">, sa </span><span style="color: #990000;">consommation d’énergie</span><span style="color: #073763;">,
etc.</span><span style="color: #086134;"><o:p></o:p></span></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>Les moyens actuels en informatique permettent très facilement
d’améliorer l’équité de la façon indiquée dans le graphique ci-dessus où le
taux de taxation varie <b>de façon continue</b> contrairement aux pratiques actuelles. Les taux indiqués sont
tout à fait arbitraires, mais <b>indicatifs</b>. Il est très facile d’établir
des équations linéaires pour le faire.<b> </b>De plus, selon la façon dont les
citoyens peuvent utiliser les transports en commun, leurs taux de taxation
seront <b>adaptés </b>: plus ils utiliseront les transports rapides, plus leur
taxation sera réduite : cela est facilement pris en compte avec les moyens
informatiques actuels.<span style="color: #086134;"><o:p></o:p></span></p>
<p class="Style1" style="color: #073763; text-align: justify;"><span> </span>En toute logique, les milliards de dollars qui ne seront pas
engloutis en tunnel et autoroutes permettront plutôt de mettre au point de façon
très sérieuse les systèmes décrits plus haut, en étroite coopération avec les
industriels québécois qui ont la capacité de le faire.<span style="color: #086134;"><o:p></o:p></span></p>
<p class="MsoNormal" style="color: #073763;"><b><span style="color: #c00000; font-size: 14pt; line-height: 107%; mso-ansi-language: FR-CA; mso-fareast-language: FR-CA;">Conclusion</span></b><span style="color: #086134; font-size: 14pt; line-height: 107%; mso-ansi-language: FR-CA; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="Style1" style="color: #073763;">L’humanité sur Terre est actuellement rendue à une limite que
lui indique clairement l’état de la Nature : elle n’en peut plus de ses
agressions ! Les humains doivent agir en êtres responsables de la planète
Terre, la seule que nous ayons, et sur laquelle toutes les formes de vie sont actuellement sérieusement affectées...</p>
<span face=""Calibri",sans-serif" lang="FR" style="color: #073763; font-size: 11pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><div style="text-align: center;"><span style="font-size: 11pt; text-indent: 0cm;">-o-o-o-o-o-o-o-</span></div></span><div style="color: #073763;"><!--[if !supportFootnotes]--><br clear="all" />
<hr align="left" size="1" width="33%" />
<!--[endif]-->
<div id="ftn1">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><span lang="FR"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="FR" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></a><span lang="FR"> </span> Jean-Luc Dion, notes biographiques :
https://app.box.com/s/epgkr0urxgwkrth53zryw7ery5yru65s <o:p></o:p></p>
</div>
<div id="ftn2">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference"><span lang="FR"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="FR" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></span></a><span lang="FR"> </span><span lang="FR"> </span><span lang="FR"><a href="https://www.lapresse.ca/actualites/environnement/2021-11-03/les-petrolieres-canadiennes-n-ont-aucun-plan-pour-le-climat.php?utm_source=facebook&utm_medium=social&utm_campaign=algofb&fbclid=IwAR1ZW0srkitBOPuDX8bYaL5jShCPX43u0BTXPdg1aH52Z6fuKzYbEproXH0"><span lang="FR-CA">https://www.lapresse.ca/actualites/environnement/2021-11-03/les-petrolieres-canadiennes-n-ont-aucun-plan-pour-le-climat.php?utm_source=facebook&utm_medium=social&utm_campaign=algofb&fbclid=IwAR1ZW0srkitBOPuDX8bYaL5jShCPX43u0BTXPdg1aH52Z6fuKzYbEproXH0</span></a></span> <o:p></o:p></p>
</div>
<div id="ftn3">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftnref3" name="_ftn3" title=""><span class="MsoFootnoteReference"><span lang="FR"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="FR" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></span></a><span lang="FR"> </span><span lang="FR"> </span><span lang="FR"><a href="https://ourworldindata.org/energy-production-consumption"><span lang="FR-CA">https://ourworldindata.org/energy-production-consumption</span></a></span> <o:p></o:p></p>
</div>
<div id="ftn4">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftnref4" name="_ftn4" title=""><span class="MsoFootnoteReference"><span lang="FR"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="FR" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span><!--[endif]--></span></span></a><span lang="FR"> </span> <span lang="FR"><a href="https://www.connaissancedesenergies.org/bp-statistical-review-world-energy-2021-les-chiffres-cles-de-lenergie-dans-le-monde-220218"><span lang="FR-CA">https://www.connaissancedesenergies.org/bp-statistical-review-world-energy-2021-les-chiffres-cles-de-lenergie-dans-le-monde-220218</span></a></span> <o:p></o:p></p>
</div>
<div id="ftn5">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftnref5" name="_ftn5" title=""><span class="MsoFootnoteReference"><span lang="FR"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="FR" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[5]</span></span><!--[endif]--></span></span></a><span lang="FR"> </span><span lang="FR"> </span><span lang="FR"><a href="https://energieetenvironnement.com/2019/02/10/le-plastique-avenir-de-lindustrie-petroliere/"><span lang="FR-CA">https://energieetenvironnement.com/2019/02/10/le-plastique-avenir-de-lindustrie-petroliere/</span></a></span> <o:p></o:p></p>
</div>
<div id="ftn6">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/JL%20Dion%20-%20La%20%20catastrophe,%20autour%20d'un%20graphique.docx#_ftnref6" name="_ftn6" title=""><span class="MsoFootnoteReference"><span lang="FR"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" lang="FR" style="font-size: 10pt; line-height: 107%; mso-ansi-language: FR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[6]</span></span><!--[endif]--></span></span></a><span lang="FR"> </span> <span lang="FR"><a href="https://www.connaissancedesenergies.org/bp-statistical-review-world-energy-2021-les-chiffres-cles-de-lenergie-dans-le-monde-220218"><span lang="FR-CA">https://www.connaissancedesenergies.org/bp-statistical-review-world-energy-2021-les-chiffres-cles-de-lenergie-dans-le-monde-220218</span></a></span> <o:p></o:p></p>
<p class="MsoFootnoteText"> <span lang="FR"><a href="https://eolienne.f4jr.org/eolienne_etude_theorique"><span lang="FR-CA">https://eolienne.f4jr.org/eolienne_etude_theorique</span></a></span> <o:p></o:p></p>
</div>
</div></span></div><div style="text-align: center; text-indent: 0cm;"><span style="color: #073763;">-o-o-o-o-o-o-</span></div><div style="text-align: center; text-indent: 0cm;"><span style="color: #073763;"><br /></span></div><div style="text-align: center; text-indent: 0cm;"><span style="color: #073763;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUlSgARkjDRwiFcyVn-J30CEtVYblSIUqRUyyLMzDeJoVQyKFaWzu0E1QSrSKb1gFFsVEfkDRbqvGrd7a-GYeXXTa2yhIKNbxRUN3DdRPeT0A_eO_CorOrgJznhC_U3lO7j5JGuheOW2O9XSe9jMaBiSu6mpA1DJHGjgck7Ao9dAivLlLp4PVBJ1Ks/s796/Minibus%201.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="397" data-original-width="796" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUlSgARkjDRwiFcyVn-J30CEtVYblSIUqRUyyLMzDeJoVQyKFaWzu0E1QSrSKb1gFFsVEfkDRbqvGrd7a-GYeXXTa2yhIKNbxRUN3DdRPeT0A_eO_CorOrgJznhC_U3lO7j5JGuheOW2O9XSe9jMaBiSu6mpA1DJHGjgck7Ao9dAivLlLp4PVBJ1Ks/w395-h198/Minibus%201.png" width="395" /></a></div><div class="separator" style="clear: both; text-align: center;"><p align="center" class="MsoNormal" style="background: white; line-height: normal;"><b><span face=""Arial",sans-serif" style="color: #086134; font-size: 10.5pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Le minibus électrique autonome de 12 à 16 places pouvant rouler à plus
de 60 km/h.</span></b><span face=""Arial",sans-serif" style="color: #086134; font-size: 10.5pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"> </span></p></div></div></div></span></div><div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;">Considérer aussi ce graphique :<br /><br /></span></div><div style="text-align: left; text-indent: 0cm;"><span style="color: #073763;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj3uSCUPYGuoFoKy5ARQBZh8kjFmSPfRygZnREsQ3tXUhyTId1-C8H-akt0VepsXYrsgkurm007d-Q0xyvRGWJ8SQx1W6zKC7Vqj2iGvbDjb4Ft3mIYXiUFJImC4CXjlFGRbfXpC8zZxtToAEwxLldBF_zatoU_mWPtv_CyuZ3rpiyjqXwwcwzKe9n4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="900" data-original-width="1092" height="371" src="https://blogger.googleusercontent.com/img/a/AVvXsEj3uSCUPYGuoFoKy5ARQBZh8kjFmSPfRygZnREsQ3tXUhyTId1-C8H-akt0VepsXYrsgkurm007d-Q0xyvRGWJ8SQx1W6zKC7Vqj2iGvbDjb4Ft3mIYXiUFJImC4CXjlFGRbfXpC8zZxtToAEwxLldBF_zatoU_mWPtv_CyuZ3rpiyjqXwwcwzKe9n4=w450-h371" width="450" /></a><br />Source : <br /><span style="font-size: x-small;">https://commons.wikimedia.org/wiki/File:Consommation_mondiale_d%27%C3%A9nergie.svg</span></div></span></div><p class="MsoListParagraph" style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjODeGJqEPcI7a59Kt8biT5XevTkrlM2DOqSPRQwu2TjNtp6D6PYiJAT7qxnnoF9MWF_RK3hmhzAVQ_AT8Tmt5BMAQCpypfRyPSD8ov9X0p06nQTZv-0q2YPdgv-YA0TPgb6eK8EWnkuZR7-LMnV4wzXOGrpYoYCfXblzqAVX15tAJAf_UO3vmM1IJZ=s700" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="582" data-original-width="700" height="449" src="https://blogger.googleusercontent.com/img/a/AVvXsEjODeGJqEPcI7a59Kt8biT5XevTkrlM2DOqSPRQwu2TjNtp6D6PYiJAT7qxnnoF9MWF_RK3hmhzAVQ_AT8Tmt5BMAQCpypfRyPSD8ov9X0p06nQTZv-0q2YPdgv-YA0TPgb6eK8EWnkuZR7-LMnV4wzXOGrpYoYCfXblzqAVX15tAJAf_UO3vmM1IJZ=w540-h449" width="540" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9psnZmxMjoME91UPwiVwL7R6ptAZ6EvAH3YHJoDUcgAESbPHSdf_xjOJ0BXJbVh2CAPHWRbMNDVSxTK8sgfuOug27ibWmXpjmbvBM1CZNyxUEBwmzIM7uSKBqvLbf5UMmmoHAF_C4l3k/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="335" data-original-width="642" height="333" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9psnZmxMjoME91UPwiVwL7R6ptAZ6EvAH3YHJoDUcgAESbPHSdf_xjOJ0BXJbVh2CAPHWRbMNDVSxTK8sgfuOug27ibWmXpjmbvBM1CZNyxUEBwmzIM7uSKBqvLbf5UMmmoHAF_C4l3k/w637-h333/image.png" width="637" /><br /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9psnZmxMjoME91UPwiVwL7R6ptAZ6EvAH3YHJoDUcgAESbPHSdf_xjOJ0BXJbVh2CAPHWRbMNDVSxTK8sgfuOug27ibWmXpjmbvBM1CZNyxUEBwmzIM7uSKBqvLbf5UMmmoHAF_C4l3k/" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrhu0m1O5dO_Fz1_4QO9zvCkCmTDj6L_8Pb6WwB6Zen5fVFMKb_PaP1cs8y8rCiOFWjY9hi5aXDKc6qAkSNFK0adidqmWd4ltrVvjG6ze59fne9UpFa8woW0Hyhmh2c2SiIwdgZOUT_vo/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="266" data-original-width="447" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrhu0m1O5dO_Fz1_4QO9zvCkCmTDj6L_8Pb6WwB6Zen5fVFMKb_PaP1cs8y8rCiOFWjY9hi5aXDKc6qAkSNFK0adidqmWd4ltrVvjG6ze59fne9UpFa8woW0Hyhmh2c2SiIwdgZOUT_vo/w484-h287/image.png" width="484" /></a></div>
<p align="center" class="MsoListParagraph" style="margin-left: 0cm; text-align: center; text-indent: 0cm;">-o-o-o-o-o-o-<o:p></o:p></p><p align="center" class="MsoListParagraph" style="margin-left: 0cm; text-align: center; text-indent: 0cm;"><br /></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-50068256668000593772021-10-23T12:44:00.030-04:002021-10-23T13:10:58.761-04:00LES NOUVEAUX MAÎTRES DU MONDE...<p> </p><p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span face=""Eurostile",sans-serif" lang="FR" style="color: maroon; font-size: 14pt;">LES NOUVEAUX MAÎTRES DU MONDE et ceux qui leur résistent</span></b></p>
<p class="MsoNormal"><span lang="FR" style="font-size: 12pt;">Par <b style="mso-bidi-font-weight: normal;">Jean Ziegler</b> chez Fayard. 2002.</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">RÉSUMÉ DU LIVRE<o:p></o:p></span></b></p>
<p class="MsoNormal"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Source : <a href="http://www.consciencedupeuple.com/Nouveau_maitres_du_monde.doc">http://www.consciencedupeuple.com/Nouveau_maitres_du_monde.doc</a> (disparu...)</span></p>
<p class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span> </span>Aujourd’hui dans le
monde, toutes les sept secondes, un enfant de moins de 10 ans meurt de faim. Le
plus souvent victime d’un impératif et d’un seul, celui des maîtres du
monde : le profit sans borne. Ces nouveaux maîtres du monde, ce sont les
seigneurs du capital financier mondialisé. Qui sont-ils et d’où tirent-ils leur
pouvoir ? Comment les combattre ? Au cœur du marché globalisé, le
prédateur. Banquier, haut responsable de société transnationale, opérateur du
commerce mondial : il accumule l’argent, détruit l’État, dévaste la nature
et les êtres humains. </span></p><p class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><br /></span></p><p class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span> </span>Ce livre révèle son visage, analyse son discours, dénonce
ses méthodes. Des mercenaires dévoués servent l’ordre des prédateurs au sein de
l’<i style="mso-bidi-font-style: normal;">Organisation mondiale du commerce</i>,
de la <i style="mso-bidi-font-style: normal;">Banque mondiale</i>, du Fonds <i style="mso-bidi-font-style: normal;">monétaire international</i>. Ce livre suit à
la trace les satrapes de ces institutions au-dessus de tout soupçon, démonte
l’idéologie qui les inspire et jette une lumière crue sur le rôle joué en
coulisses par l’empire américain. Mais un peu partout dans le monde, la
résistance s’organise au sein de l’extraordinaire front qui fédère tant de
refus locaux porteurs d’espérance. </span></p><p class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><br /></span></p><p class="MsoBlockText" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span> </span>C’est la nouvelle société civile planétaire,
dont Jean Ziegler montre ici la richesse, la diversité et la détermination. La
puissance de ce livre engagé ne doit pas surprendre : les gens dont il
brosse le portrait, Jean Ziegler les a bien souvent croisés ; les
institutions qu’il critique, il les connaît de l’intérieur. Tous ces mouvements
de résistance, il les fréquente et les estime. Et puis il y a l’urgence. Jean
Ziegler est <i style="mso-bidi-font-style: normal;">Rapporteur spécial des
Nations unies pour le droit à l’alimentation</i>. Auteur de nombreux ouvrages
sur le tiers-monde, il a notamment publié La Suisse lave plus blanc (1990), La
Suisse, l’or et les morts (1997) et Les Seigneurs du crime (1999).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><o:p> </o:p></span><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">Voici le résumé :</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><o:p> <span> </span></o:p></span><span style="font-size: 12pt;">Le </span><i style="font-size: 12pt;">Nouvel
Ordre Mondial</i><span style="font-size: 12pt;"> semble avoir débuté en l’an 1991, suite à la </span><i style="font-size: 12pt;">Guerre du Golfe</i><span style="font-size: 12pt;"> et la fin de l’URSS. Pour
la sécurité collective, le capital financier mise sur la superpuissance
américaine. Le droit cède à la force, la diplomatie à la guerre ; le
cartel des Maîtres du monde se servent des USA pour réaliser leurs intérêts
privés ; il se sert aussi de la force de frappe militaire et policière. Le
dogme ultra-libéral de Washington : un formidable égoïsme, un refus
presque total de toute solidarité internationale, une volonté absolue de
proposer sa seule vision du monde. Les USA - ou son gouvernement - sont opposés
au principe même de la justice internationale contre le </span><i style="font-size: 12pt;">CPI - Cour Pénale Internationale</i><span style="font-size: 12pt;">. </span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Concernant la <i>Commission des
Droits de l’homme</i> des </span><i style="font-size: 12pt;">Nations Unies</i><span style="font-size: 12pt;">,
les USA votent contre toute mesure pour les droits économiques, culturels,
contre le droit à l’alimentation, à l’habitat, à l’éducation, à la santé, à
l’eau potable. Le président Bush a annulé le Protocole de Kyoto qui prévoit la
réduction graduelle et le contrôle des émissions de CO2 dans l’atmosphère- les
USA émettent 24% des gaz.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Les dépenses militaires et les profits des
sociétés d’armements explosent ; en 2003, le budget ordinaire de Pentagone
s’élève à 379 milliards. L’objectif des USA n’est pas de réduire le terrorisme
mais de l’utiliser comme un argument moralement et politiquement pour organiser
le monde à sa manière ; pour se démettre de certains traités
encombrants ; imposer leur justice sommaire sur la terre ; écarter
des concurrents commerciaux gênants. Peut-on avoir du secours de
l’Europe ? Non ; même si elle est une grande puissance économique,
elle n’a ni politique étrangère ni défense crédible. Et plusieurs dirigeants se
complaisent dans la servilité à l’égard de l’empire.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Le Consensus de Washington, en quoi consiste-t-il ?
il est un ensemble d’accords informels entre les grandes sociétés, Wall Street,
les banques, la FED, la Banque Mondiale, le FMI, l’OMC. Nous y reviendrons. </span><b style="font-size: 12pt;">Il vise la privatisation du monde</b><span style="font-size: 12pt;">. Le
tout passe aussi par la mondialisation ; quelles sont les raisons
« officielles » pour montrer le côté positif de cette dernière :</span></p>
<p class="MsoNormal" style="text-align: justify;"></p><ol><li><span lang="FR" style="font-size: 12pt; text-indent: -18pt;">La Mondialisation profite à tous - entre 1992 et
2002, le revenu par tête d’habitant a chuté dans 81 pays.</span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">La Globalisation des marchés financiers unifie la
planète - les démunis ne sont pas aidés dans leur exode vers des pays plus
prometteurs, la majorité tombent en chemin.</span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">La paix du monde est garantie par le commerce
mondial - plusieurs gouvernements tyrannisent leurs travailleurs avec des
conditions difficiles et ce, au profit du capital étranger.</span></li></ol><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Comme il se doit, les dirigeants d’un empire
financier ne peuvent se permettre d’agir selon la morale. Les prédateurs ne se
rattachent à une aucune école de pensée et ils sont dépourvus de solidarité et
de compassion humaine. On y parle même de la mort de l’État</span><b style="font-size: 12pt;">. La privatisation du</b><span style="font-size: 12pt;"> </span><b style="font-size: 12pt;">monde
affaiblit la capacité normative des États ; elle met sous la tutelle
Parlements et Gouvernements </b><span style="font-size: 12pt;">; elle </span><b style="font-size: 12pt;">tue la loi. </b><span style="font-size: 12pt;">Pour plusieurs États occidentaux les moyens de
transport publics, la poste, etc. sont déjà privatisés ; </span><b style="font-size: 12pt;">la 2<sup>e</sup> vague se prépare (écoles,
collèges, universités, hôpitaux, prisons, polices</b><span style="font-size: 12pt;">,). Un citoyen livré sans
protection à des risques sociaux majeurs perd sa qualité de citoyen. </span><b style="font-size: 12pt;">Quand on a peur pour ses droits, on n’est
pas libre</b><span style="font-size: 12pt;">.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><o:p> </o:p></span></b><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LA DESTRUCTION DES HOMMES</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Les États du Tiers Monde se battent entre eux
pour attirer les investissements productifs contrôlés par des compagnies de
services étrangers ; afin de gagner, des États vont réduire la protection
sociale, les libertés syndicales, etc…</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Beaucoup d’entreprises procèdent à la
délocalisation de leurs équipements au profit d’endroit où les salaires sont
bas et la protection des travailleurs presque inexistante. Les travailleurs de
tous les pays entrent en compétition et cela provoque la concurrence entre les
travailleurs. Chacun veut s’assurer un emploi et la solidarité des travailleurs
est rompue.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Exemple : les produits financiers dits
« dérivés » (futures, options, warrants), c’est de la spéculation à
l’achat ou à la vente ( d’un produit comme le pétrole, le blé, etc… si la
Bourse indique un prix inférieur à celui que je fixe, je perds ; à l’inverse,
je gagne. La folie est la suivante : on peut investir que 5% avec de
l’argent réel, le reste c’est du crédit. Les traders sont dévorés par le
pouvoir du profit et la volonté d’écraser le concurrent. Leur folie rapporte de
l’argent. Le cauchemar des responsables des banques centrales : que le
système capitaliste puisse être balayé par les effondrements des pyramides de
crédits. Les banques centrales tentent de réguler le marché financier par la
fixation des taux de change et des taux d’intérêts ; mais ce qui gouverne
le monde, ce sont les intuitions, les désirs, le goût du jeu et des profits. Environ
1000 milliards de l’argent ont été échangés chaque jour ouvrable en 2001. 135
de cette somme seulement à correspondu à de vrais règlements ( achat d’un
terrain) mais 87% du montant a relevé de la pure transaction monétaire, sans
création de valeur. La bulle spéculative enfle. L’économie virtuelle prend le
pas sur l’économie réelle.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LA DÉVASTATION DE LA NATURE</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>La main invisible du marché globalisé ne
détruit pas seulement les sociétés humaines, mais aussi la nature. EX : la
dévastation des forêts vierges de la planète ; en les surexploitant, les
sociétés transnationales du bois les détruisent. Le monde agro-industriel est
toujours à la recherche de nouvelles terres pour étendre leurs plantations ou
accroître l’élevage extensif des bœufs. On parle de la forêt africaine,
océanique et asiatique, latino-américaine. </span><span style="font-size: 12pt;">Mais il y aussi les bouleversements
climatiques provoqués par la destruction des forêts tropicales. </span><b style="font-size: 12pt;">En conclusion, les prédateurs sont en train
de détruire la planète</b><span style="font-size: 12pt;">.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="text-align: left;"><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">L’ORGANISATION
MONDIALE DU COMMERCE (OMC)<br /></span></b><b style="text-align: left;"><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">COMME MACHINE DE GUERRE</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Il est plus grave aujourd’hui de violer une
règle du commerce international qu’un droit de l’homme. L’OMC sert les
prédateurs ; elle inventorie plus de 60 000 sociétés transnationales dans
le monde mais 500 compagnies dominent le commerce mondial. Les stratégies sont
empruntées à la vision du monde des seigneurs du capital mondialisé. </span><b style="font-size: 12pt;">L’objectif avoué de l’OMC est la réduction
du pouvoir de l’État et du secteur public en général</b><span style="font-size: 12pt;">. </span><b style="font-size: 12pt;">La déréglementation et la privatisation en sont les leviers. </b><span style="font-size: 12pt;">La
charte de l’OMC ne contient pas une « clause sociale et une clause
écologique » qui permettrait d’exclure de la libre circulation les
marchandises produites dans des conditions sociales ou écologiques
intolérables. </span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;">EXEMPLE : des enfants qui produisent des biens dans des
conditions misérables avec un salaire dérisoire ; le travail est dur et
affecte leur santé et rien n’est prévu pour les soigner. Par ailleurs, les pays
dominateurs de l’OMC subventionnent massivement la production et l’exportation
de leurs propres biens agricoles. Ces produits excédentaires se déversent dans
le tiers-monde et provoquent la destruction des fragiles structures agricoles
autochtones ( ne sont plus compétitives en qualité et en prix).</span></p></blockquote>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LA BANQUE MONDIALE</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>La </span><i style="font-size: 12pt;">Banque Mondiale</i><span style="font-size: 12pt;"> et le </span><i style="font-size: 12pt;">Fonds
monétaire international</i><span style="font-size: 12pt;"> s’occupent des flux financiers. Mettons les choses
au clair : LA BANQUE MONDIALE s’appelle plutôt « THE WORLD BANK
GROUP » ; elle comprend la </span><i style="font-size: 12pt;">Banque Internationale pour la
reconstruction et le développement, l’Association internationale pour le
développement, la Compagnie financière Internationale, l’Agence multilatérale
pour la garantie des investissements et le Centre international pour la gestion
des conflits relatifs aux investissements</i><span style="font-size: 12pt;">. Les deux premiers sont les
principaux.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>La BM alloue des crédits aux pays les plus
démunis et finance des centaines de projets de développement. Elle est le
prêteur de dernière instance. Sa Charte exclut tout conditionnalité politique
ou autre. Mais sa pratique est déterminée par un concept totalisant d’origine
non bancaire et idéologique : le Consensus de Washington. (voir ce qui
précède). La BM impose le consensus de Washington </span><b style="font-size: 12pt;">qui vise la privatisation des biens publics et des États</b><span style="font-size: 12pt;"> ;
elle impose l’empire des nouveaux maîtres du monde. En janvier 2000, Joseph
Stiglitz, économiste en chef et premier VP de la BM démissionne en dénonçant la
stratégie de privatisation à outrance et l’inefficacité des instituts de
Bretton Woods. Il a publié « </span><i style="font-size: 12pt;">La Grande
Désillusion</i><span style="font-size: 12pt;"> »- Paris, Fayard, 2002.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Afin de paraître plus crédible, la BM a crée
le Département social. Ceux qui y collaborent sont des membres d'organisations
internationales non gouvernementales réputées « crédibles ». Mis à part </span><i style="font-size: 12pt;">Amnesty International, Terre des Hommes,
Greenpeace, Human Rights Watch, Oxfam, Médecins du monde, Médecins sans
frontières, le Mouvement des travailleurs sans terre</i><span style="font-size: 12pt;"> (MTS), qui sont des
ONG très crédibles, d’autres ONG sont de composition douteuse, car plusieurs
sont financées par des sociétés transnationales. Les dirigeants de ces ONG ne
sont élus par aucune assemblée publique. Leurs sources de financement sont
couvertes par le secret des affaires. Voici comment les choses se passent avec
la </span><i style="font-size: 12pt;">Banque Mondiale</i><span style="font-size: 12pt;">. Elle confie la
gestion de ces programmes à des organisations non gouvernementales dites « crédibles »
et le degré de crédibilité est fixé par le président de la BM. Voici un effet
de la manipulation de certaines ONG. Plusieurs dirigeants de ONG sont intégrés
plus tard à la Banque Mondiale.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LE FONDS MONÉTAIRE INTERNATIONAL ( FMI)</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Les 183 États-membres actuels du FMI votent
chacun selon leur pouvoir financier respectif. </span><i style="font-size: 12pt;">One dollar, One vote</i><span style="font-size: 12pt;">- et les USA détiennent 17% des droits de vote.
Le FMI fait des prêts aux pays déjà endettés ; EX : suite à une dette
accablante, en 2002, en Argentine, 2 personnes sur 5 vivent dans une extrême
misère. Phénomène semblable au Brésil . En 2001, on notait plus de 40 000
assassinats ou de morts violentes. A la misère, le gouvernement répond par la
répression, sa justice est inhumaine.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span> </span>Arrêter et Enfermer est sa devise. <b style="mso-bidi-font-weight: normal;">Pour obtenir une rallonge du crédit, la
méthode est la même- le FMI obtient la vente aux sociétés transnationales (américaines
ou européennes), des industries, entreprises de services (assurances,
transport) relevant d’un secteur rentable. Les secteurs non rentables de l‘économie
du pays restent entre les mains du gouvernement local.<o:p></o:p></b></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Le FMI crée les crises financières : par
exemple, prenons la crise financière en Thaïlande en juillet 1997. Le bath, la
monnaie nationale perd de sa valeur et les capitaux spéculatifs quittent le pays-
pour faire face à la situation, la Banque centrale de Bangkok prélève des
centaines de millions sur ses réserves pour racheter des baths et soutenir la
monnaie nationale ; en pure perte. Ensuite, la Thaïlande se trouve en
cessation de paiement de sa dette). Vite, cette crise entraîne dans sa chute
les économies de l’Indonésie, Taiwan, Corée du Sud et d’autres pays de la
région. Le FMI offre des prêts d’argent pour régler la situation.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>L’origine de la crise ? ces pays avaient
refusé l’entrée et la sortie des capitaux étrangers. Mais ce nouvel afflux de
capitaux a perverti l’économie de ces pays. Les prix montèrent en même temps
que la spéculation immobilière. L’Offre dépassa la Demande et la bulle
immobilière creva. Les capitaux étrangers quittèrent le pays et l’économie
s’effondra. Les gouvernements de ces pays demandèrent l’aide du FMI, des prêts
en retour de l’austérité budgétaire et monétaire, la réduction drastique des
dépenses sociales et des crédits aux entreprises. Les conséquences : des
milliers d’emploi perdus, suppression des repas scolaires, la sous-alimentation
s’aggrava. Le FMI se dit apolitiques ; c’est faux ; dans la pratique,
il est au service constant de la politique extérieure des USA.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LES POPULATIONS NON RENTABLES</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>On appelle les PMA ( pays les moins avancés),
les 49 pays les plus pauvres du monde. En 2002, ils totalisaient une population
de 640 millions d’humains, soit 10% de la population mondiale. Ces populations
non rentables génèrent moins de 1% du revenu mondial. 34 pays se trouvent en
Afrique, 9 en Asie, 5 dans le Pacifique et 1 dans les Caraïbes. La dette
extérieure de ces 49 pays représente 124% du PNB. La plupart d’entre eux
affectent par année plus de 20% de leurs dépenses budgétaires au service de la dette.
L’ordonnance du FMI du 5 juin 1983 a proclamée que « la terre appartient à la
Nation » (L’ État) ; il a dressé des cadastres puis divisés les
terres en lots privés. Le nouveau système a fait faillite, les familles ne
pouvant assurer seules la mise en valeur de leur lot. </span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Quant à l’État, il lui a
manqué les moyens financiers nécessaires pour bien équiper tous les
cultivateurs . </span><b style="font-size: 12pt;">La majorité de ces
propriétaires individuels ont été contraints de vendre leurs terres aux hommes
d’affaires de grandes sociétés agro-alimentaires étrangères.</b><span style="font-size: 12pt;"> Il s’ensuit la
concentration entre quelques mains. En quoi consiste la lettre d’Intention
comme l’arme du FMI ? Elle contient une liste de réformes intérieures,
réductions budgétaires, ajustements fiscaux que le FMI propose au gouvernement
qui de demande de l’aide. Aucun des PMA n’y échappe.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LE PRINCIPE DE GÉNÉROSITÉ</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>L’Idéologie néo-libérale pratique un grand
lavage de cerveaux. Elle comble les nantis et désavoue les pauvres qui
revendiquent le droit à la vie. La Russie avec son communisme a nié la dignité
humaine, le collectif (État) primant sur l’individu. Les besoins spirituels ont
été niés pendant que toute la discussion philosophique ou politique libre était
rendue difficile. Les bolcheviks ont inventé la culture prolétarienne qui a
étouffé toute créativité autonome ; ils ont supprimé le marché, étouffant
la libre circulation des biens. La planification s’est substituée à
l’initiative individuelle. L’idéologie communiste a été la référence. Le 10
mars 1985 Gorbatchev proclamait la « glasnost et la pérestroïka » comme
politique d’ouverture et de démocratisation limitée. L’espoir se levait. </span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>En
août 1991, l’union soviétique s’est désagrégée. La vitalité des bandes de mafia
a explosé ; elles dominent tous les secteurs et confrontent l’Occident. Le
citoyen ordinaire est insécurisé tout en subissant l’effondrement des anciennes
institutions. Sur les ruines de L’URSS les prédateurs achètent tout ce qu’ils
peuvent ; ils désarment même leurs concurrents locaux grâce à des
alliances comme Eltsine et Poutine. Entre 1991 et 1995, le FMI a versé plus de
31 milliards de crédit aux gouvernements et sociétés d’ État, dont une grande
partie s’est retrouvée sur des comptes privés des paradis fiscaux. </span><b style="font-size: 12pt;">Un nouveau mensonge pointe ;
l’idéologie néo-libérale des Maîtres veut nous faire croire qu’elle s’ouvre à
l’individualité. Mais l’individu fabriqué par le capital mondialisé ne possède
ni identité ni liberté d’aucune sorte. Cet individu est très loin de ce qui a été
conçu par les Pères de la Révolution Française</b><span style="font-size: 12pt;">.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">LES FRONTS DE RÉSISTANCE</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Les luttes s’inventent sur le terrain ;
il faut donc construire des ponts ; c’est la méthode qu’applique la
nouvelle société civile planétaire. Ce sont de nombreux mouvements qui agissent
sur les 5 continents et qui se coalisent. On peut identifier 6 fronts :</span></p>
<p class="MsoNormal" style="text-align: justify;"></p><ol><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><o:p> </o:p></span><span lang="FR" style="font-size: 12pt; text-indent: -18pt;">les organisations ouvrières et syndicales ;</span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">les mouvements paysans ex : José Bové ;<o:p></o:p></span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">les femmes luttant contre la discrimination
sexuelle ;<o:p></o:p></span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">les peuples autochtones et leurs sociétés
traditionnelles ;<o:p></o:p></span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">les mouvements, associations et partis
écologiques ;<o:p></o:p></span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">les grands mouvements sociaux comme les ONG.<o:p></o:p></span></li></ol><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Exemple : ATTAC- née en 1997 en France-
elle relance aussi l’idée-force de James Tobin, prix Nobel de l’Économie :
taxer par des intérêts négatifs (gradués selon le temps d’investissement en un
lieu déterminé) les capitaux spéculatifs. Le produit de cette taxe alimenterait
un fonds mondial, géré par les Nations Unies, destiné à financer des projets
d’infrastructures sanitaires et scolaires dans les régions les plus démunies de
la planète. Les sites Internet D’ATTAC proposent documents, analyses,
informations diverses. Son objectif est de « se réapproprier ensemble l’avenir
de notre monde ».</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><o:p> </o:p></span><span style="font-size: 12pt;">Voici les noms de quelques organisations :</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><o:p> </o:p></span><span lang="FR" style="font-size: 12pt; text-indent: -18pt;">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><i style="text-indent: -18pt;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Jubile 2000</span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Forum des pauvres<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Third World network<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Amnesty International<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Association contre la Faim<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><st1:place w:st="on"><st1:city w:st="on"><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-size: 10.0pt;">Oxford</span></i></st1:city></st1:place><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-size: 10.0pt;"> Committee for famine relief
( Oxfam)<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Public citizen<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Fifty years is enough<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">Jobs with justice<o:p></o:p></span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-size: 10.0pt;">Focus on the global south.<o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>La nouvelle société civile planétaire est une
société en projet, une société en gestation, qui n’est pas comparable à aucune
des formations sociales qui l’ont procédée. Trois convictions unissent les
fronts en question :</span></p>
<p class="MsoNormal" style="text-align: justify;"></p><ol><li><span lang="FR" style="font-size: 12pt; text-indent: -18pt;"><span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="FR" style="font-size: 12pt; text-indent: -18pt;">la nécessité d’instaurer la démocratie de
base ;</span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">le refus des inégalités sociales ;<o:p></o:p></span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">la nécessité de préserver la nature, l’air, l’eau,
l’environnement sanitaire et psychologique de chaque être humain.<o:p></o:p></span></li></ol><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Quelles sont les armes de la lutte de chaque
côté ? Noam Chomsky évoque les trois formes de pouvoir totalitaire
connu : le bolchevisme, le nazisme, et le TINA (there is no alternative)
ou « il n’y a pas d’alternative. </span><b style="font-size: 12pt;">Le
pouvoir du TINA est au fondement de l’empire des prédateurs.</b><span style="font-size: 12pt;"> De plus,
l’empire du capital mondialisé est quasiment invisible ; ces personnes
immortelles sont des sociétés anonymes. Pour briser l’invisibilité et le
silence de l’adversaire, il existe deux méthodes :</span></p>
<p class="MsoNormal" style="text-align: justify;"></p><ol><li><span lang="FR" style="font-size: 12pt; text-indent: -18pt;">organisation d’un Forum alternatif dans la même
ville et la même date que les Sommets mondiaux annoncés, par Le Sommet des Amériques,,,</span></li><li><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">l’organisation de grandes marches ex : les
marches mondiales contre la guerre d’Irak.<o:p></o:p></span></li></ol><p></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="color: maroon; font-size: 12pt; mso-bidi-font-size: 10.0pt;">Conclusion de l’auteur du livre :</span></b></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 21.3pt;"><span style="font-size: 12pt; text-indent: 21.3pt;">Pour certains philosophes
des Lumières dont J.J. Rousseau, une société naturelle a précédé la société
civile, qui à son tour, donne naissance à la société politique ou l’État. Pour
lui, c’est un progrès continu. Est-ce vraiment le cas ? </span><b style="font-size: 12pt; text-indent: 21.3pt;">Mais quand les fonctions normatives de
l’État sont paralysées et que s’affirme le capital financier, la société
elle-même se défait. </b><span style="font-size: 12pt; text-indent: 21.3pt;">Ainsi, la société politique et civile est battue par
l’empire du capital. Il y a apparence de gouvernement par l’État, mais ce sont
les Maîtres du capital financier qui ont ce nouveau pouvoir (</span><i style="font-size: 12pt; text-indent: 21.3pt;">stat less global governance</i><span style="font-size: 12pt; text-indent: 21.3pt;">).</span></p><p class="MsoNormal" style="text-align: justify; text-indent: 21.3pt;"><span style="font-size: 12pt; text-indent: 21.3pt;">Ce sont les États qui nomment les gouverneurs
qui administrent, mais c’est l’apparence des choses. Les prédateurs ont en
horreur la norme d’ État, même s’ils utilisent le vocabulaire étatique. Leur « parlement
virtuel », c’est le marché libéralisé. </span><b style="font-size: 12pt; text-indent: 21.3pt;">Cette nouvelle souveraineté conquise n’a que faire des droits de
l’homme, des libertés publiques, de l’autonomie des citoyens ; elle
engendre l’aliénation et l’esclavage.</b><span style="font-size: 12pt; text-indent: 21.3pt;"> Mais l’espoir et le rêve de liberté
ne sont pas sapés. La voie est libre pour la nouvelle société civile
planétaire. Tout ce qui empêche l’éclosion immédiate, concrète et sans entraves
de la vie est son ennemi. Cette nouvelle société est en voie de création.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Des millions d’être à travers le monde sont à
présent réveillés. Le flambeau de la liberté va embraser le monde.</span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: maroon; font-size: 12pt;">CONCLUSION
ET COMMENTAIRES </span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Ce livre rapporte plein de vérités
essentielles à savoir, à moins de vouloir rester manipulé et ignorant. Il ne
s’agit pas seulement d’y voir un combat entre le Bien et le Mal et de
contempler le tout du haut de sa tour d’ivoire. Il s’agit avant tout d’ouvrir
les deux yeux et aussi les oreilles, comprendre ce qui se passe, exercer son
discernement et tirer les conclusions qui s’imposent. C’est la responsabilité
de chaque personne de voir à ses droits et sa liberté.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Le capital mondialisé entre les mains des
maîtres de ce monde n’est plus un secret pour personne. Les activités de la BM,
du FMI et de l’OMC sont de plus en plus connues. On reconnaît un arbre à ses
fruits et la personnalité d’un individu à son comportement. Rien de trop
compliqué.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Il est évident qu’il faut s’organiser de plus
en plus et de mieux en mieux car nous le voyons, nous sommes abandonnés par les
grandes religions, les partis politiques et les grandes organisations
commerciales. Il ne reste que l’individu, il ne reste que vous en union avec
les autres. Nous ne pouvons plus affirmer que nous n’avons plus le temps de
nous occuper de nos droits car nous ferions alors le jeu de ceux qui ne veulent
pas que nous pensions et agissions sainement. Il se fait tard mais il n’est pas
trop tard. Oublions la survie et occupons nous de la vie elle-même.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">U<b>n fait d’actualité paru
à cette époque dans le journal :</b></span></p>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;">John Brady Kiesling, conseiller politique
américain à l’ambassade d’Athènes, dans sa lettre de démission au secrétaire d’
État, Colin Powell, le 27 février 2003 avait raison de dire :</span></p></blockquote>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p class="MsoNormal" style="margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 1.0cm; margin-top: 0cm; margin: 0cm 1cm 0cm 21.3pt; text-align: justify;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"><span style="color: #990000; font-family: georgia;">« Jusqu’à l’arrivée au
pouvoir du président G.W. Bush, je pouvais croire qu’en soutenant aussi les
politiques de ce dernier, je soutenais aussi les intérêts du peuple américain. Ce
n’est plus le cas. Les politiques qu’on nous demande de défendre sont
incompatibles avec les valeurs américaines et les intérêts américains. » </span></span></p></blockquote>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Les Pères fondateurs de la Révolution
française et les Pères fondateurs des USA seraient désagréablement surpris de
voir ce qui existe maintenant.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>L’heure de la rhétorique se termine ; le
moment de l’action arrive ; l’heure de la vérité va bientôt sonner ;
nous pouvons entendre les bruits en étant attentif.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;">Que devons-nous faire ?</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;"><span> </span>Un moyen parmi d'autres : faire connaître ces
textes d’information, soit en les imprimant, soit en les transférant à d’autres
personnes. Nous avons le grand privilège de tirer parti de la crise mondiale à
venir, pourquoi ne pas en profiter ? N’attendons pas que le roman « 1984 » de Orwell passe de la fiction à la réalité ; quand l’auteur l’a écrit, il ne pensait
pas que ce serait de la fiction, vous comprenez. Non seulement il est
nécessaire de le faire, mais il est urgent de le faire.</span></p><p class="MsoNormal" style="text-align: left;">>>> <a href="https://www.renaud-bray.com/Livres_Produit.aspx?id=1759374&def=Nouveaux+ma%C3%AEtres+du+monde+:+et+ceux+qui+leur+r%C3%A9sistent(Les)+N.+%C3%A9d.,ZIEGLER,+JEAN,9782757854143">Les nouveaux maitres du monde - Jean ZIEGLER</a></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: arial;"><span style="font-size: 16px;">-o-o-o-o-o-</span></span></p><p align="center" class="MsoNormal" style="text-align: center;"><span lang="FR" style="font-size: 12pt; mso-bidi-font-size: 10.0pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8p0BcidAsASQej4-gLrOpNmbdygzsMspSbVlC0qeYThFpeK2wt4QUSHswqop6nI9bXQTRDqRVdud9pdDLAXOVOOz1wC2IMuvc4QfsBW7ClJCymDAIvLJ0ddT7bi7LMxkAgM_FIwhcBmo/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1280" data-original-width="1248" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8p0BcidAsASQej4-gLrOpNmbdygzsMspSbVlC0qeYThFpeK2wt4QUSHswqop6nI9bXQTRDqRVdud9pdDLAXOVOOz1wC2IMuvc4QfsBW7ClJCymDAIvLJ0ddT7bi7LMxkAgM_FIwhcBmo/" width="234" /></a></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: 16px;">-o-o-o-o-o-</span></div><br /><br /><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-53172529320251786082021-08-26T11:38:00.258-04:002022-01-18T14:20:23.901-05:00ÉCHANGES SUR L'ÉNERGIE<p></p><p align="right" class="MsoNormal" style="margin-bottom: 0cm; text-align: right;"><span lang="FR"><b>Jean-Luc Dion</b><o:p></o:p></span></p>
<p align="right" class="MsoNormal" style="text-align: right;"><span lang="FR">St-Mathieu-du-Parc<span style="mso-spacerun: yes;"> </span>-<span style="mso-spacerun: yes;"> </span>25
août 2021<o:p></o:p></span></p>
<p class="Style1"><span style="color: #351c75;">Dernièrement, je recevais d’un collègue et ami, impliqué dans
le domaine de l’hydrogène, des liens vers les documents suivants qui exposent
les projets des gouvernements québécois et canadien au sujet de l’hydrogène
comme supposée « énergie verte ».</span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-left: 35.4pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 35.4pt;"><span lang="FR"><a href="https://transitionenergetique.gouv.qc.ca/fileadmin/medias/pdf/expertises/Etude_hydrogene_Sommaire.pdf"><span lang="FR-CA" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman";">https://transitionenergetique.gouv.qc.ca/fileadmin/medias/pdf/expertises/Etude_hydrogene_Sommaire.pdf</span></a></span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-left: 35.4pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 35.4pt;"><span lang="FR"><a href="https://www.rncan.gc.ca/sites/www.nrcan.gc.ca/files/environment/hydrogen/NRCan_Hydrogen-Strategy-Canada-na-fr-v4.pdf"><span face=""Segoe UI",sans-serif" lang="FR-CA" style="font-size: 10.5pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">https://www.rncan.gc.ca/sites/www.nrcan.gc.ca/files/environment/hydrogen/NRCan_Hydrogen-Strategy-Canada-na-fr-v4.pdf</span></a></span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="Style1">Après la lecture de ces documents, voici mes commentaires comme
scientifique qui ose dire…<o:p></o:p></p>
<p align="center" class="MsoNormal" style="margin-bottom: 0cm; text-align: center;"><span lang="FR">-o-o-o-o-o-<o:p></o:p></span></p>
<p class="Style1"><span style="color: #351c75;">(…) Pour ma part, je reconnais dans ces documents un volumineux
verbiage pour camoufler l'échec, ou le refus de notre société technologique
évoluée à reconnaitre les véritables causes de la catastrophe écologique qui
arrive rapidement, et les prises de décisions courageuses qu'il faudrait
adopter de toute évidence. <span style="font-family: "Times New Roman",serif;"><o:p></o:p></span></span></p>
<p class="Style1"><span style="color: #351c75;">En effet, pour moi et beaucoup d'autres scientifiques, la
dangereuse situation actuelle a quelques causes essentielles comme les
suivantes :</span><span style="font-family: "Times New Roman",serif;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 4pt 35.7pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -17.85pt;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: FR-CA;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Bahnschrift",sans-serif" style="color: #660066; font-size: 12pt; mso-ansi-language: FR-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Le gaspillage
sans restriction de ressources non renouvelables dont le pétrole et les métaux.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 4pt 35.7pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -17.85pt;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: FR-CA;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Bahnschrift",sans-serif" style="color: #660066; font-size: 12pt; mso-ansi-language: FR-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">La
multiplication exponentielle du nombre des véhicules automobiles individuels.</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 4pt 35.7pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -17.85pt;"><!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt; mso-ansi-language: FR-CA; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: FR-CA;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span face=""Bahnschrift",sans-serif" style="color: #660066; font-size: 12pt; mso-ansi-language: FR-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">La production
sans restriction de milliards de produits inutiles, particulièrement à base de
plastique, qui remplissent les dépotoirs et polluent les océans sur toute la
planète.</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></p>
<h4 style="text-align: left;"><span style="color: #741b47;">UN GRAPHIQUE TRÈS ÉLOQUENT...</span></h4><div><span style="color: #351c75;"><span> Et rien ne semble devoir arrêter cette croissance quasi-exponentielle.<br /><span> Comme dans la chanson : « Paroles, paroles ».</span>..</span><br /></span></div><div style="text-align: center;"><span style="color: #351c75;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDxNhDNa4QbDsTu0mdRVAsquT9o76RX1fyPzTXBkCosC55GWJw4lYDBxDHINlyzzno-56exT5xJu4o6NbNj75vKDLUse56C1D4GrHYS7ZdKY-VQJvcg_StxOvce3WG0QPefYG4t3SuTLg/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="809" data-original-width="1192" height="397" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDxNhDNa4QbDsTu0mdRVAsquT9o76RX1fyPzTXBkCosC55GWJw4lYDBxDHINlyzzno-56exT5xJu4o6NbNj75vKDLUse56C1D4GrHYS7ZdKY-VQJvcg_StxOvce3WG0QPefYG4t3SuTLg/w587-h397/image.png" width="587" /></a></div>Source : <span style="font-size: xx-small;">https://iris-recherche.qc.ca/blogue/les-technologies-propres-au-service-de-la-relance-d-un-capitalisme-vert?utm_source=Liste%20de%20diffusion&utm_campaign=6314ea33e7-INFOLETTRE%20du%20vendredi_non%20membre_25juin2021&utm_medium=email&utm_term=0_831b3c6b78-6314ea33e7-126401733&fbclid=IwAR1z2tWJgPP1cmkCyC-8yBjR5VchZ7QNzKl1vCLB2fSzWJFs9uhP_U1ukvs</span><br /></span></div><p class="Style1"><span style="color: #351c75;"></span></p><h4><span>RAPPEL DE DÉCISIONS COÛTEUSES</span></h4><p class="Style1"><span style="color: #351c75;">Comme complément d'information, je me permets de copier
ci-dessous ce que j'envoyais récemment à <b>un collègue économiste</b>
bien connu qui a réagi en disant qu'il était bien d'accord, mais sans plus de commentaires...</span><span style="font-family: "Times New Roman",serif;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 35.4pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #660000;"><span face=""Bahnschrift",sans-serif" style="font-size: 12pt; mso-ansi-language: FR-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Bonjour cher ... et merci pour tes remarques... </span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"><o:p></o:p></span></span></p>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2"><span style="color: #660000;"> <span style="font-family: georgia;"> </span><span style="font-family: helvetica;">Sur ces questions d'efficacité énergétique, je ne
pense pas avoir fait d'erreur sérieuse. J'oserais dire que ma formation et mon
expérience d'ingénieur physicien m'aident à les éviter et à pressentir les
erreurs de fond qui animent divers projets comme ceux que tu évoques. Depuis
toujours, je pense avoir un souci quasi-inné du respect de la Nature en toutes
choses sur la base d'une certaine connaissance des lois naturelles que je m'efforce
de vérifier, comme tu le dis. Ainsi, je t'invite à cliquer sur les liens
fournis.</span></span></p><p class="Style2"><span style="color: #660000; font-family: helvetica;"> En effet, jusqu'à maintenant il n'y a aucune
volonté politique sérieuse de s'attaquer au problème <b>fondamental </b>qui est
celui de la consommation <b>terriblement excessive </b>d'énergie sous toutes
ses formes et des ressources non renouvelables (1), accompagnée de la
destruction de nombreux milieux de vie et d'une pollution catastrophique,
particulièrement par les plastiques et pesticides de toutes sortes qui sont des
dérivés du pétrole. La croissance inouïe du nombre de véhicules individuels, de
plus en plus gros, en est une belle preuve... <b>Et les véhicules électriques
n'y changeront rien </b>car les sources d'énergie électrique resteront très
inefficaces en général. Et ces véhicules consomment des ressources non
renouvelables.</span></p><p class="Style2"><span style="color: #660000; font-family: helvetica;"> Tu sais sans doute que ces pesticides empoisonnent
dangereusement notre nourriture, avec des conséquences génétiques
particulièrement, sous la pression de puissants fabricants tels que <i>Bayer/Monsanto</i>
qui forcent les cultivateurs à acheter leurs semences génétiquement modifiées
pour résister à ces poisons... Tout cela étant aggravé pour une population de
la Terre qui double en 50 ans actuellement, et augmente exponentiellement
depuis des siècles.</span></p><p class="Style2"><span style="color: #660000; font-family: helvetica;"> Dans notre réalité planétaire, cela ne saurait
durer encore bien longtemps avant une catastrophe dont l'actuelle pandémie est
probablement un signe avant-coureur...</span></p><p class="Style2"><span style="color: #660000; font-family: helvetica;"> Bien sûr, beaucoup de brillants dirigeants sont
conscients de ces très graves conditions, dans nos gouvernements, universités
et autres organismes. Mais il semble bien qu'ils sont mis dans un état de
léthargie par les puissants 'lobbies' entretenus par tous ces géants qui font
des profits fabuleux grâce au laisser-faire actuel. <b>On les endort</b>
particulièrement avec des généreuses subventions à des projets de recherche qui
font miroiter la possibilité de se soulever littéralement par ses lacets de
soulier... Vraiment très peu ont le courage de simplement <b>se prononcer</b> :
c'est un gros problème.</span></p><p class="Style2"><span style="color: #660000; font-family: helvetica;"> Par exemple, les dernier projets lancés ou appuyés
par Hydro-Québec sont des miroirs aux alouettes : les inutiles éoliennes '<a href="http://www.apuiat.com/fr/"><b>Apuiat</b></a>' pour créer des emplois
temporaires sous la pression des Innous de la Côte Nord, et deux premières
centrales solaires photovoltaïques (<a href="https://www.hydroquebec.com/projets/solaire-monteregie/"><b>clic</b></a>)
inutiles auxquelles on va sacrifier des terres agricoles dans les meilleurs
territoires au Québec (on a depuis longtemps bazardé les meilleures qui étaient
situées sur les iles de Montréal et de Laval... </span></p><p class="Style2"><span style="color: #660000; font-family: helvetica;"> Comme si les précédentes constructions de
génératrices éoliennes sous la pression d'entreprises privées assoiffées de
profit rapide (<i>Boralex</i>...) n'avaient pas suffi à la démonstration (sans
parler de toutes les autres dans le monde...). C'est sans parler d'autres
projets lancés par H-Q, comme sa filiale <a href="https://www.tvanouvelles.ca/2000/07/18/une-pile-quebecoise-pour-alimenter-les-voitures-electriques-de-ford"><b><i>Argo-Tech</i></b></a>
de Boucherville où notre magnifique société d'État a englouti <b><span>près de 1 milliard de $</span></b> pour mettre au point
des piles au lithium d'avant-garde dont la propriété intellectuelle est
apparemment disparue au cours de deux 'avatars' dont la dernière trace est <a href="https://www.bollore.com/fr/"><b><i>Bolloré</i></b></a>, que tu dois
connaitre... (<a href="https://www.lepoint.fr/economie/exclusif-vincent-bollore-enquete-sur-le-patron-le-plus-redoute-de-france-13-07-2021-2435425_28.php?M_BT=3742731721165#xtor=EPR-6-[Newsletter-abonnes-perso]-20210717">qui
est Vincent Bolloré?</a>). Une piste <a href="https://www.ledevoir.com/societe/8782/boucherville-l-industrie-de-l-automobile-suivra-de-pres-l-usine-d-avestor"><b>ICI</b>
</a>sur ce désastre…</span></p></blockquote><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><p style="text-align: left;"><span style="font-family: helvetica;">Des faits particulièrement troublants sont rapportés dans cet article avec de nombreuses références <b><a href="https://ditesnonauxmicroondes.wordpress.com/2015/02/14/la-faillite-davestor-dhydro-quebec-la-thnk-de-ford/">ICI</a></b>. </span></p></blockquote><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><p style="text-align: left;"> <span style="font-family: helvetica;">Il faut croire que tous ces renseignements ont été soigneusement camouflés car notre gouvernement à Québec aurait fait allusion à <b>des centaines de millions de dollars</b> qui seraient investis dans les piles au lithium, car nous n'aurions jamais fait de recherche dans le domaine ici... !</span></p></blockquote><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><p style="text-align: left;"><span style="font-family: georgia;"><span style="background-color: white; box-sizing: border-box; color: #212121;">« Québec s’apprête à sortir l’artillerie lourde pour justifier un investissement de 2 milliards de fonds publics d’ici 5 à 10 ans dans sa filière électrique, si l’on se fie à l’étude de McKinsey, commandée par Investissement Québec (IQ), dont </span><span style="background-color: white; box-sizing: border-box; color: #212121;"><em style="box-sizing: border-box;">Le Journal</em></span><span style="background-color: white; box-sizing: border-box; color: #212121;"> a obtenu copie...» (<b><a href="https://www.journaldemontreal.com/2020/08/31/un-projet-de-2milliards-qui-tombe-pile-pour-francois-legault">ICI</a></b>).</span></span></p></blockquote></blockquote><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><span style="background-color: white; color: #222222;"><span style="font-family: helvetica;">«Filière batterie : Québec n’est pas certain de réaliser la « chaîne au complet »» </span></span><span style="background-color: white; color: #212121; font-family: georgia;">(</span><b style="color: #212121; font-family: georgia;"><a href="https://ici.radio-canada.ca/nouvelle/1833259/discours-legault-pole-mondial-lithium-graphite-nickel-fitzgibbon">ICI</a></b><span style="background-color: white; color: #212121; font-family: georgia;">).</span></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2"><span style="color: #660000; font-family: helvetica;">Il faut aussi se souvenir des projets de « mini-centrales »
pistonnés par des entreprises privées qui se sont dépêchées de s'en départir
après avoir empoché les subventions et les profits, comme à St-Paulin... Or, ce n'est pas fini, comme on l'apprenait récemment...</span></p></blockquote>
<p class="Style2"><o:p></o:p></p>
<p class="Style2"><o:p></o:p></p>
<div style="margin-left: 49.65pt; text-align: left;"><span style="color: #741b47; font-family: "Palatino Linotype",serif;">«</span><span style="font-family: "Palatino Linotype",serif;"> Malgré d’importants surplus énergétiques, Hydro-Québec prévoit
acheter pour <b>460 millions $</b> d’électricité (avec frais de branchement)
dans <b>trois</b> nouveaux projets de petites centrales hydro-électriques…</span></div>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: "Palatino Linotype",serif;">Ces nouveaux projets iront de l’avant alors que le premier
ministre François Legault avait pourtant dit mettre un frein en novembre
dernier à tout nouveau développement énergétique au Québec.</span><span><span style="mso-spacerun: yes;"> </span></span></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2" style="text-align: left;"><span style="font-family: "Palatino Linotype",serif;">En
raison d’importants surplus énergétiques, Hydro-Québec a déversé l’équivalent
de 10 térawattheures (TWh) d’eau de ses grands réservoirs l’an dernier. Une
perte de revenus potentiels estimés à plus de <b>700 millions $.</b> »</span><span><span style="mso-spacerun: yes;"><span> </span> </span></span><a href="https://www.journaldequebec.com/2019/04/15/les-petites-centrales-sont-de-retour"><b><span style="font-family: "Times New Roman",serif;">SOURCE</span></b></a></p></blockquote></blockquote>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2"><span style="font-family: helvetica;"> <span style="color: #660000;"><span> </span><span>En bref, le coût de construction et le coût des
ressources de toutes sortes dans ces techniques, de même que le faible
rendement énergétique font que, globalement, dans l'état actuel des connaissances,
elles ne sont avantageuses que dans de <b>rares cas,</b> surtout pas si on dispose
d'énergie hydroélectrique comme ici.</span></span></span></p><p class="Style2"><span><span style="font-family: helvetica;"><span style="color: #660000;"> Pendant ce temps, Hydro-Québec aura dépensé et
dépensera encore des dizaines de millions de $ (sinon des centaines) pour
vendre nos surplus d'électricité aux 'Amaricains' à prix réduit, au lieu de les
utiliser, par exemple, pour alimenter une </span><b><span style="color: #20124d;">véritable industrie métallurgique</span></b><span style="color: #660000;">,
particulièrement sur la Côte-Nord, au lieu de projets inutiles comme </span><i style="color: #660000;">Apuiat</i><span style="color: #660000;">,
à la hauteur de notre production minérale plutôt que de la laisser filer à
l'étranger comme dans ce cas particulièrement scandaleux de la mine Raglan dans
notre extrême-Nord, ce qui nous coûte des milliards de $ chaque année qui passe, du fait que ces minerais </span><b style="color: #660000;">ne sont pas vendus, mais donnés</b><span style="color: #660000;"> en vue de redevances qui sont rarement payées : </span><a href="https://grandslabours.blogspot.com/2011/08/peril-en-la-demeure.html" style="color: #660000;"><b>CLIC</b></a><span style="color: #660000;">.
Ces surplus pourraient évidemment servir à chauffer plus d'édifices et maisons,
améliorer radicalement les transports en commun, chauffer </span><b style="color: #660000;">des serres</b><span style="color: #660000;">
pour viser largement notre au</span></span><span style="color: #660000; font-family: helvetica;">tosuffisance en fruits et légumes, etc., etc.</span></span></p></blockquote><h4><span>DU GAZ INUTILE ET INUTILISÉ CHÈREMENT PAYÉ</span></h4><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2"><span style="font-family: helvetica;"> E</span><span style="color: #660000; font-family: helvetica;">t c’est sans parler des affaires de centrale au gaz où il
s’agit aussi de milliards volatilisés ! La <a href="https://www.ledevoir.com/societe/environnement/45670/la-construction-de-la-centrale-au-gaz-naturel-du-suroit-a-qui-la-faute">centrale
au gaz naturel du Suroît</a> fut un cas de dilapidation de fonds publics pour des causes jamais clairement élucidées. Un autre triste cas dans ce domaine
est celui de la <b>centrale au gaz naturel de Bécancour</b> :</span></p></blockquote>
<p class="Style2"><o:p></o:p></p>
<p class="Style2"><o:p></o:p></p>
<p class="Style3" style="margin-left: 63.85pt;"><span>« …Concrètement, la société
d’État a donc versé, <b>de 2008 à 2013</b>, soit sur une période de six ans,
une somme évaluée à <b>804 millions de dollars à TransCanada</b>. Pour la
période allant de 2014 à 2026, la somme devrait plutôt atteindre 1,56 milliard
de dollars, si on calcule une période de 13 ans. <b>La somme totale versée à la
pétrolière albertaine pour la période 2008-2026 pourrait donc atteindre près de 2,4
milliards de dollars</b>… » (…)<span style="color: #741b47;"><o:p></o:p></span></span></p>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="color: #660000;"> Fait à noter, pendant toute cette
période, il est bien possible que la centrale au gaz naturel de Bécancour ne
produise jamais d’énergie pour le réseau de distribution d’Hydro-Québec. Cette
centrale privée, construite au coût de 500 millions de dollars, a été utilisée
pour produire de l’énergie uniquement de septembre 2006 à décembre 2007. Depuis
cette date, elle est demeurée essentiellement à l’arrêt, puisque la société
d’État dispose d’importants surplus d’énergie.<br /></span></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"> <span style="color: #660000;">Malgré cette situation,
Hydro-Québec a négocié une nouvelle entente avec TransCanada en 2015, dans le
but d’utiliser la centrale lors de périodes de pointe de consommation
d’électricité de 2016 à 2036. Il était alors question de verser <b>près de 400
millions sur 20 ans à la multinationale, EN PLUS de « frais fixes » annuels de
plusieurs millions de dollars. </b></span><span style="color: #660000; mso-tab-count: 1;"><span> </span> </span><b style="color: #660000;"><span style="mso-themecolor: accent1; mso-themeshade: 191;"><span style="mso-tab-count: 2;"> </span></span></b><a href="https://www.ledevoir.com/societe/environnement/527728/centrale-de-becancour-lumiere-sur-l-entente-entre-hydro-quebec-et-transcanada"><b><span style="mso-themecolor: accent1; mso-themeshade: 191;">SOURCE</span></b></a></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"> <span style="color: #660000;">Les années se suivent et se
ressemblent pour la centrale au gaz de <i>TransCanada Énergie</i> (TCE), à Bécancour. </span><b style="color: #660000;">Pour
la garder fermée </b><span style="color: #660000;">de nouveau l'an prochain, Hydro-Québec versera </span><b style="color: #660000;">150
millions $ à TCE.</b><span style="color: #660000;"> La centrale, qui n'a jamais produit un électron depuis
2008, aura ainsi coûté </span><b style="color: #660000;">plus de 1 milliard$</b><span style="color: #660000;"> à la société d'État.</span></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"> <span style="color: #660000;">Aux prises avec d'importants
surplus d'électricité - 13,4 térawattheures (TWh) -, Hydro-Québec a déposé,
devant la Régie de l'énergie, une demande pour suspendre l'an prochain les
activités de production de la centrale de 550 mégawatts (MW) située à
Bécancour.</span></blockquote><p class="Style3" style="margin-left: 63.85pt; text-align: left;"><span style="color: #660000;">Il faut dire que depuis 2008, la
centrale au gaz de Bécancour «tourne» au neutre. Hydro-Québec dit avoir ainsi
versé en moyenne 150 millions $ par année à la société albertaine pour
suspendre son contrat ferme d'approvisionnement.</span></p>
<p class="Style3" style="margin-left: 63.85pt; text-align: left;"><o:p></o:p></p>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p class="Style2" style="text-align: left;"><span style="color: #38761d; font-family: helvetica;">A-t-on une idée de l’identité des brillants eunuques qui ont négocié
un tel contrat !!!</span></p></blockquote>
<p class="Style2"><span style="color: #38761d; font-family: helvetica;"></span></p><h4><span style="color: #741b47;">L'ILLUSION VERTE</span></h4><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2"><span style="color: #38761d; font-family: helvetica;"> Incidemment, as-tu eu l'occasion de voir le film
de Michel Moore « <a href="https://www.youtube.com/watch?v=Zk11vI-7czE"><b>Planet
of the Humans</b></a> » qui est très révélateur de l'approche que j'ai décrite
plus haut. Remarque bien le 'non-dit' des grands promoteurs d'énergies dites
'vertes'... Bien sûr, ce film a beaucoup été attaqué parce qu'il révèle les
véritables intentions de certains puissants, tels que Al Gore...</span></p><p class="Style2"><span style="color: #38761d; font-family: helvetica;"> En compilant mes vérifications, sinon mes 'erreurs',
j'arrive facilement à la conclusion qui est une « vérité de la Palice » : <b><span>l'énergie la plus économique et la plus écologique est
celle qu'on n'utilise pas </span></b><span>!</span></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p class="Style2" style="text-align: left;"><span style="color: #c00000;"> C'est ainsi que pense,
avec d'autres que si, <b>à l'échelle planétaire</b>, on n'est pas capable de
réduire de 50% la consommation d'énergie et de <b>produits inutiles</b> au
cours des 10 prochaines années, on s’en va sûrement vers une catastrophe
écologique qui fera disparaitre une grande partie de la vie sur Terre...</span></p></blockquote><p class="Style2"><span style="font-family: arial;"> <span style="color: #38761d;">Qu'en penses-tu ? Je sais que je t'impose pas mal
de lecture... :(<span><o:p></o:p></span></span></span></p><p class="Style2"><span style="color: #38761d; font-family: arial;"> J'espère que ta santé est toujours bonne et que
nous aurons l'occasion de nous revoir prochainement ! Donne-moi de tes
nouvelles.</span></p><p class="Style2"><span style="color: #38761d; font-family: georgia;"> Avec mes amitiés,</span></p><p class="Style2"><span style="color: #38761d; font-family: georgia;">
Jean-Luc</span></p></blockquote>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: georgia;"><span style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">(1) Le
cas du pétrole est bien connu... Par ailleurs, nos compatriotes ne connaissent
pas l'ampleur du vol de nos ressources minérales depuis toujours qui se mesure <b>en
milliards de dollars par année</b> tellement notre territoire est riche et que
nous finançons même ce vol, <b>en ne vendant pas</b> nos minerais, mais en
percevant une fraction occasionnelle des redevances <b>sur les profits nets </b>(selon
une vieille loi coloniale) des multinationales qui en revendiquent même la
propriété, comme sur la richissime </span><span lang="FR"><a href="https://grandslabours.blogspot.com/2011/08/peril-en-la-demeure.html"><b><span lang="FR-CA" style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">mine Raglan</span></b></a></span><span style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"> ! On leur construit même des routes et on leur accorde en plus des
crédits d'impôt, sans bien sûr leur réclamer le nettoyage de leurs sites après
les avoir vidés, <b>car c'est à nos frais</b>....</span> </span></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"> <span style="font-family: georgia;"><span style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">Les forêts
sont dites « ressources renouvelables », mais la façon dont on les laisse
exploiter depuis des décennies, avec des machines de plus en plus monstrueuses,
est désastreuse : c'est « la coupe à blanc » <b>partout</b>, comme ici dans le
territoire de </span><span lang="FR"><a href="https://www.google.ca/maps/@46.5543856,-73.6592174,13048m/data=!3m1!1e3"><b><span lang="FR-CA" style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">lac Mastigouche</span></b></a></span><span style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">, par exemple. Dans une perspective écologique, c'est d'une bêtise
incommensurable car on s'oblige à accorder toujours de nouveaux territoires aux
exploitants sans scrupules qui ne visent que le profit maximal. Or, on parle
actuellement de « </span><span lang="FR"><a href="https://www.e-periodica.ch/cntmng?pid=res-001:1951:9::349"><b><span lang="FR-CA" style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;">La pénurie mondiale du papier</span></b></a></span><span style="color: purple; font-size: 12pt; mso-ansi-language: FR-CA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR-CA;"> ». Une pénurie qui entraine des pressions plus fortes, comme on le
constate, sur notre gouvernement pour 'ouvrir' de nouveaux territoires, même
notre Ile d'Anticosti… </span></span><span style="font-family: georgia;">Et c’est sans parler de la </span><i style="font-family: georgia;">Centrale nucléaire de Gentilly</i><span style="font-family: georgia;">,
à laquelle j’ai été associé indirectement, par mes étudiants qui y ont
travaillé comme ingénieurs à partir de 1967. Encore là, une réflexion la
moindrement sérieuse aurait démontrée que nous n’avions AUCUN intérêt à
dépenser des centaines de millions dans ce domaine. C’est ce que la suite des
choses a clairement démontrée… Ayant déjà fait une maitrise en physique
nucléaire, j’étais sensible aux conséquences à l’époque.</span></p></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2" style="text-align: left;">Voilà ! C'était ma façon de dire que les solutions apparemment
simples ne seraient pas les meilleures, simplement du fait des lois de la
conservation de l'énergie qui sont inviolables. Et, l'automobile individuelle
est un fléau dont la solution sera terriblement difficile...</p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="Style2" style="text-align: left;"> Amitiés,</p><p class="Style2" style="text-align: left;"> Jean-Luc</p></blockquote><p class="Style2" style="text-align: left;"><o:p></o:p></p>
<p class="MsoNormal"><span lang="FR">P.S.<span style="mso-spacerun: yes;"> Voir cette proposition d'une solution réalisable :</span></span></p><ul style="text-align: left;"><li><h3 class="post-title entry-title" itemprop="name" style="background-color: white; color: #086134; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0px; position: relative;"><span style="font-family: arial; font-size: x-small;"><a href="https://grandslabours.blogspot.com/2018/08/service-de-transport-electrique.html">SERVICE DE TRANSPORT ÉLECTRIQUE AUTOMATIQUE OPTIMISÉ</a></span></h3><span lang="FR"><span style="mso-spacerun: yes;"></span></span></li></ul><span style="font-family: arial; font-size: x-small;">Voir aussi :<br /></span><ul style="text-align: left;"><li><span lang="FR">Y
a-t-il une limite à la démesure inefficace ???</span></li></ul><p class="MsoNormal"><span lang="FR">
<b><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span></b><a href="https://www.futura-sciences.com/planete/breves/energie-renouvelable-chinois-devoilent-eolienne-plus-grande-monde-3653/?utm_source=emailing&utm_medium=hebdo_planete&utm_campaign=emailing"><b>Les
Chinois dévoilent l'éolienne la plus grande du monde</b></a><b><o:p></o:p></b></span></p>
<p align="center" class="Style1" style="text-align: center; text-indent: 0cm;"><span style="color: #c00000;">-o-o-o-o-o-o-<o:p></o:p></span></p><p align="center" class="Style1" style="text-align: center; text-indent: 0cm;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnlEd5qOG4ELPn08uDY8-oFVYrBL4q7F3HObsM15sxMFtz7_ZsqFslkRcjMIBmyAzpz60v0tutAqr-rBYwkvYsdVqUdyf8-WKIkMXPa4pXnhm5wNCQ4ktj0isw2gsGc7krbAidql7MYNM/s518/Drapeau+du+Qu%25C3%25A9bec.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="518" data-original-width="518" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnlEd5qOG4ELPn08uDY8-oFVYrBL4q7F3HObsM15sxMFtz7_ZsqFslkRcjMIBmyAzpz60v0tutAqr-rBYwkvYsdVqUdyf8-WKIkMXPa4pXnhm5wNCQ4ktj0isw2gsGc7krbAidql7MYNM/w237-h237/Drapeau+du+Qu%25C3%25A9bec.PNG" width="237" /></a></div><br /><span style="color: #c00000;"><br /></span><p></p><br /><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-2686102775313597152021-08-19T21:38:00.005-04:002021-09-11T10:34:04.546-04:00LE «GÉNOCIDE» DES AUTOCHTONES<p><b><span style="color: #741b47;"> LE «GÉNOCIDE » DES AUTOCHTONES</span></b></p><p><b>Jacques Rouillard<br /></b>Professeur émérite à la retraite, <br />Département d’histoire, Université de Montréal</p><h4 style="text-align: left;"><b><a href="https://www.facebook.com/musee.delaneufvefrance/photos/a.890168694357557/5925772684130441/?type=3&comment_id=5929226590451717&notif_id=1629384964763032&notif_t=feedback_reaction_generic&ref=notif">Musée de la Neufve-France</a></b></h4><h3 style="text-align: left;"><b><span style="color: #990000;">LE 19 AOÛT 1652, massacre à Trois-Rivières</span></b></h3><p> Les attaques récentes, les cadavres de colons trouvés chaque jour dans leur champ, et surtout la mort de quatre habitants du Cap, révoltent le gouverneur Du Plessis-Kerbodot qui décide une sortie massive pour exterminer les hordes iroquoises. Le capitaine Boucher s’y oppose, redoutant un échec, et lui-même reste à l’intérieur du fort avec quelques hommes valides. Ce conflit d’autorité se soldera par une hécatombe, alors que 22 colons et soldats, y compris le gouverneur, sont massacrés dans les bois environnants. </p><p> À la suite de cette défaite, les habitants croient la situation désespérée. La plupart hommes ont péri. Des 40 premiers habitants trifluviens, il n’en reste pas 10. Toute la colonie, surtout la population de Québec, est aux abois. Les autorités se demandent s’il ne faudra pas quitter le pays. La panique gagne même ceux qui ont mis leur foi en la Providence. La mère Catherine de Saint-Augustin écrit, au nom de sa communauté : « Nous ne nous pressons pas pour achever le reste de nos bâtimens à cause de l’incertitude où nous sommes si nous demeurerons long-temps icy ». </p><p> Marie de l’Incarnation est plus explicite encore : « L’on projette de tout quitter, écrit-elle, et de faire venir des vaisseaux de France pour sauver ceux qui ne seraient pas tombés en la puissance de nos ennemis ». Pierre Boucher lui-même fait écho à cette possibilité. Une ordonnance qu’il émet le 10 août 1653 renferme ces lignes : « Malgré l’incertitude des temps causée par l’ennemi, étant en doute si on doit vider le pays ou non... ».</p><p><b>COMMENTAIRE </b></p><p> La direction de la Société historique du Canada (SCH), qui dit représenter 650 historiens professionnels au Canada, vient de cautionner une affirmation délirante voulant que « la longue histoire de violence et de dépossession des peuples autochtones » justifie pleinement l’emploi du mot « génocide » pour caractériser le traitement qui leur a été fait (Steven High, «Le mot “génocide” est justifié», Le Devoir, 2 juillet 2021).</p><p> Elle prend soin de bien préciser le sens du mot génocide provenant de la définition des Nations unies de 1946, dans le sillage de l’Holocauste. Le génocide commis par le Canada correspondrait à cette définition : « le meurtre de membres du groupe ; des atteintes graves à l’intégrité physique ou mentale de membres du groupe ; la soumission intentionnelle du groupe à des conditions d’existence devant entraîner sa destruction physique totale ou partielle ; des mesures visant à entraver les naissances au sein du groupe […] ».</p><p> L’intention génocidaire aurait été amplement établie par la recherche historique. La récente découverte de tombes non marquées sur le site d’anciens pensionnats s’inscrirait dans l’histoire plus vaste « d’effacement physique des peuples autochtones du Canada ». En fin de compte, les politiques canadiennes à l’égard des autochtones seraient l’équivalent de la volonté des nazis d’éliminer le peuple juif.</p><p><b>RESPONSABILITÉ</b></p><p> Le point de vue de la SHC va beaucoup plus loin que le rapport final de la Commission de vérité et réconciliation du Canada de 2015 et les recherches historiques substantielles sur lesquelles il s’appuie. Le Rapport caractérise de « génocide culturel » les politiques du Canada à l’égard des autochtones, mais écarte clairement le génocide physique et biologique.</p><p> Les mesures, peut-on lire, visaient « à éliminer les peuples autochtones comme peuples distincts et à les assimiler contre leur gré à la société canadienne ». L’éducation offerte dans les pensionnats avait pour objectif d’effacer la culture originale des Autochtones et d’intégrer ces communautés rapidement à la culture occidentale en obligeant les jeunes à fréquenter les pensionnats.</p><p> Ces pensionnats dirigés par des communautés religieuses ne sont pas des camps de concentration destinés à commettre des meurtres et à assurer la destruction physique des Autochtones. L’objectif assigné par le gouvernement aux communautés est de faire rapidement de ces jeunes Autochtones des citoyens ayant les mêmes valeurs et identité que les autres jeunes Canadiens.</p><p> Comme on peut le lire dans le Rapport, « les écoles sont considérées comme des moteurs de changements culturels et spirituels » : les « sauvages » deviendront des « hommes blancs chrétiens ». Pour ce faire, le gouvernement a décidé d’une méthode radicale, inhumaine : arracher à leur famille contre leur gré les jeunes en âge de scolarisation.</p><p> La responsabilité de cette tragédie incombe entièrement aux gouvernements canadiens qui se sont succédé et qui ont financé les pensionnats, et non aux communautés religieuses qui répondaient aux objectifs de scolarisation fixés par le ministère des Affaires indiennes.</p><p><b>MARTYRS</b></p><p> Le premier ministre Justin Trudeau tente depuis quelque temps de faire dévier la culpabilité du gouvernement vers les communautés religieuses où il y aurait eu parfois des « actes criminels ». Le gouvernement fédéral a fait appel aux communautés religieuses pour diriger les pensionnats comme les commissions scolaires catholiques et le gouvernement au Québec ont requis leurs services pour prendre en charge l’éducation, la santé et les services sociaux.</p><p> Jusqu’à la Révolution tranquille, elles jettent les fondements d’écoles et de collèges, d’hôpitaux, d’asiles pour vieillards, infirmes, orphelins, pauvres, etc. On voit mal pourquoi les religieuses et religieux affectés auprès des Autochtones se seraient employés à les « martyriser » comme une chroniqueuse d’un journal vient de l’écrire à la suite de l’opinion de la Société historique.</p><p> Près de 150 000 jeunes métis, Inuits et autres peuples des Premières Nations ont fréquenté les pensionnats de 1867 à 2000. </p><p> De ce nombre, la Commission a relevé qu’environ 3200 décès y sont survenus de 1921 à 1965. La recherche historique qu’elle a fait effectuer montre que, de la Deuxième Guerre mondiale à 1965, le taux de mortalité dans les pensionnats était comparable à la moyenne canadienne pour les jeunes de 5 à 14 ans, résultat fort probable de l’inoculation des vaccins qui s’est effectuée dans les pensionnats comme dans les autres écoles canadiennes.</p><p> Pour la période antérieure, de 1921 à 1950, le taux de mortalité dans les pensionnats était de plus du double de la moyenne canadienne, toujours pour les jeunes de 5 à 14 ans. Ce taux représente en moyenne environ quatre élèves par année pour 1000 jeunes fréquentant les pensionnats. Leur décès était surtout attribuable à la tuberculose selon la recherche de la Commission. On est loin d’un génocide physique des jeunes Autochtones.</p><p><b>MOYENS DE COMMUNICATION</b></p><p> Selon son rapport, 46 % des décès des jeunes ayant fréquenté les pensionnats de 1867 à 2000 sont survenus au pensionnat même, 26 % dans un hôpital/sanatorium et 23 % à la résidence même des parents. En général, le gouvernement ne voulait pas payer pour rapatrier les jeunes décédés dans leur famille. Sans vouloir l’excuser, il faut bien préciser que les moyens de communication jusqu’à la Deuxième Guerre mondiale étaient rudimentaires. L’usage du téléphone ne se répand qu’à la fin des années 1930, et les routes sont impraticables en hiver.</p><p> Rappelons que plusieurs orphelinats se trouvent en régions fort éloignées. Comme on ne conserve pas des corps longtemps, les enfants qui mouraient à l’école étaient pour la moitié inhumés dans le cimetière attenant ou dans celui de la paroisse, et leurs tombes étaient souvent à peine indiquées, nous dit la Commission.</p><p> Elle en a repéré plusieurs qui ont été abandonnées après la fermeture des écoles. Selon les historiens Jim Miller et Brian Gettler, qui ont fait porter leurs recherches sur les Premières Nations, des croix de bois étaient placées là où les enfants étaient enterrés dans des cimetières selon les rites catholiques. Elles se sont évidemment rapidement désagrégées.</p><p> Dans l’édition du 2 juillet, la chronique de Christian Rioux du Devoir (Histoire et Mémoire) tombe à point, faisant état du « délire victimaire qui s’est emparé de nos sociétés ». Il relève le choc qui se produit entre l’histoire, qui se veut scientifique, et la mémoire véhiculée par des groupes de militants en mal de sensationnalisme.</p><p> Faisant référence à l’histoire des pensionnats, il écrit que « le regard complexe de l’Histoire » « n’a pas pour but de conforter ni les vainqueurs ni les vaincus ». Eh bien, la direction de la principale association d’historiens au Canada vient de succomber à la psychose médiatique teintée de la perspective woke en décrétant que le Canada est responsable, contre toute évidence, du « génocide physique » des nations autochtones.</p><p><b><span style="color: #274e13; font-family: arial;">Jacques Rouillard</span></b></p><p><span style="font-family: georgia;">Professeur émérite à la retraite, Département d’histoire, Université de Montréal</span></p><p><span style="font-family: georgia;"><br /></span></p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfBBkPgxWW1kmFnh7eJvhE9Mcrc0EBA4Cuq5yEnuT-aXnMlLnZTjhsTVgxRcDBCSs35qNNYCIINkmozRJpL3UbUnydrOmCLXwBFF0L03AHLrHl8ZFfmmfoB4sZ8tkEWNQzszjRTCOy6dE/s710/Apocalypse+-+Intelligence+et+sagesse.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="332" data-original-width="710" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfBBkPgxWW1kmFnh7eJvhE9Mcrc0EBA4Cuq5yEnuT-aXnMlLnZTjhsTVgxRcDBCSs35qNNYCIINkmozRJpL3UbUnydrOmCLXwBFF0L03AHLrHl8ZFfmmfoB4sZ8tkEWNQzszjRTCOy6dE/s320/Apocalypse+-+Intelligence+et+sagesse.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><span style="font-family: georgia;"><br /></span><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-59092394197119981522021-04-27T20:26:00.014-04:002021-04-29T11:07:52.967-04:00LA FLEUR DE LYS, L’HISTOIRE ET NOTRE FAMILLE<p><span style="color: #073763; font-family: helvetica;"><b>LA FLEUR DE LYS, L’HISTOIRE ET NOTRE FAMILLE</b></span></p><p><span style="font-family: helvetica;">Jean-Luc DION (*)</span></p><p><span style="font-family: helvetica;">Article publié dans « </span><i style="font-family: helvetica;">Les Dion en Amérique</i><span style="font-family: helvetica;"> », Bulletin de liaison et d’information de </span><span style="font-family: helvetica;">l’</span><i style="font-family: helvetica;">Association des Dion d’Amérique</i><span style="font-family: helvetica;">, volume 13, numéro 4, décembre 1995.</span></p><p><span style="font-family: helvetica;">(*) De Trois-Rivières-Ouest, Québec. Alors président de l’Association. </span></p><p style="text-align: center;"><span style="font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtqaQgEfLbK3NrzR73FL7050ZfSqj4KOhoIpkue172Bjx8hWK9lzOuheYTAlJP2WSA3SYb7zX3iId1lWkFRiuXs0DeN5zR_SBnZJF2V7bSef9uOTZvJ8TgUUcXNP83BVLuEThA4aBXZeA/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1000" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtqaQgEfLbK3NrzR73FL7050ZfSqj4KOhoIpkue172Bjx8hWK9lzOuheYTAlJP2WSA3SYb7zX3iId1lWkFRiuXs0DeN5zR_SBnZJF2V7bSef9uOTZvJ8TgUUcXNP83BVLuEThA4aBXZeA/" width="222" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;">Les emblèmes du Québec</span></div><span style="font-family: helvetica;"><br /></span><p></p><p><span style="font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdHiWqeIs8RKtlEbsRnAMI295kj2xBNo1a5D4ZtHzg0pTqZ6ddX-jB-tXV9GvZb1X0Va0wtTd41QgczndGHXn7AtzkG-Ob1tFGAOtqL2UMuNLo5_bH2kCX-cOj2Fr84inRw1LAv5dirVA/" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="200" data-original-width="159" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdHiWqeIs8RKtlEbsRnAMI295kj2xBNo1a5D4ZtHzg0pTqZ6ddX-jB-tXV9GvZb1X0Va0wtTd41QgczndGHXn7AtzkG-Ob1tFGAOtqL2UMuNLo5_bH2kCX-cOj2Fr84inRw1LAv5dirVA/w159-h200/image.png" width="159" /></a></span></div><p style="text-align: center;"><span style="font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;">Mon emblème personnel : la fleur-de-lys acérée.</span></div></div></div><p></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;">Elle est piquante pour ceux qui ne l'aiment pas...</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;">« Qui s'y frotte s'y pique » (*)</span></div><p></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><span style="font-family: helvetica; font-size: x-small;"></span></p><h4 style="clear: both; text-align: left;"><span style="font-family: helvetica; font-size: x-small;">(*) </span>https://fr.wikipedia.org/wiki/Qui_s%27y_frotte_s%27y_pique_(devise) </h4></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><span style="color: #073763; font-family: helvetica;">»» Une devise à la fin du Moyen Âge est un emblème figuré accompagné d'une courte sentence. Louis d'Orléans qui fonda en 1394 l'ordre chevaleresque du Porc-Épic adopta la sienne : une figure de porc-épic avec la sentence en latin <i>Cominus </i>et <i>eminus </i>ce qui signifie «de près et de loin». On prêtait en effet au Moyen Âge à ce mammifère des valeurs guerrières, capable non seulement de se défendre de près mais aussi de lancer ses piques au loin pour en atteindre son adversaire. Devenue la devise des ducs d'Orléans, elle fut conservée par le petit-fils de Louis Ier et fils du poète Charles d'Orléans quand il devint roi de France sous le nom de Louis XII, succédant en 1498 à son cousin issu de germain Charles VIII, mort sans héritier. (<a href="https://draft.blogger.com/blog/post/edit/2236184451623969544/5909239419711998152#">*</a>). </span></p></blockquote><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSt4PINeNAun40PLdcMDIkzAeGQQG6e357KOQBiLd1tx6LxgJVKD7eO-lNSH_gzo0PuLy-rT0EgDkgQvCHVn73DtSEDSHifkfVqXx6ON55vGOE3rIDdBFIlXYJ8VDYbxydkAtxfxi2tUg/s491/Drapeau+du+Qu%25C3%25A9bec+2.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="color: #073763; font-family: helvetica;"><img border="0" data-original-height="328" data-original-width="491" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSt4PINeNAun40PLdcMDIkzAeGQQG6e357KOQBiLd1tx6LxgJVKD7eO-lNSH_gzo0PuLy-rT0EgDkgQvCHVn73DtSEDSHifkfVqXx6ON55vGOE3rIDdBFIlXYJ8VDYbxydkAtxfxi2tUg/s320/Drapeau+du+Qu%25C3%25A9bec+2.jpg" width="320" /></span></a></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: center;"><span style="color: #073763; font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: left;"><span style="color: #073763; font-family: helvetica;"><span><span style="text-align: justify;">« Tout groupement humain animé d’un vouloir-vivre collectif et possédant des caractéristiques nationales adopte un symbole propre à l’identifier parmi les autres peuples. Il recourt ipso facto au mode d’expression le plus naturel qui soit: la figuration graphique...» [1]. La fleur de lis, ou la fleur-de-lys héraldique, comme symbole est étroitement associée à l’histoire de notre famille, de notre peuple et des francophones d’Amérique. Et, il ne faut pas l’oublier, notre histoire, pendant deux mille ans et plus, s’est essentiellement confondue avec celle de la France. Nos origines se retrouvent dans ce creuset exceptionnel de la Gaule où se côtoyèrent plus ou moins rudement et se fusionnèrent de nombreux peuples européens: Gaulois, Celtes, Romains, Normands, Basques, </span></span> </span></div></div></div></blockquote><p style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"> De tout temps, depuis la plus haute antiquité, la fleur de lis fut un symbole constamment utilisé par nos ancêtres. De plus, les fleurs de lis ont été employées par plusieurs grandes familles des pays d’Europe, par des villes et des communautés [2,3], de même que par les corporation de métiers et des provinces de France [4,5]. Ce fut à l’époque de Charles VI et de Louis XII (1380-1515) que l’on fit de ce symbole le plus abondant usage dans les arts décoratifs en France.</span></p><p style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"> L’utilisation de la fleur de lis en France remonte aux temps de l’Empire romain. On la retrouve à travers les différentes dynasties qui l’ont gouvernée. C’est ainsi que les Capétiens l’ont utilisée à partir du chef de leur lignée, Hugues Capet (proclamé roi de France en 987), qui portait une couronne de fleurs de lis. Le sceptre, la couronne et les habillements des rois mérovingiens (première dynastie des rois de France: 420 à 752) étaient ornés de fleurs de lis [6]. Clovis (466-511), un des premiers mérovingiens et considéré comme le premier roi de France par sa conversion au christianisme, aurait reçu les fleurs de lis de Anastase Ier, empereur d’Orient (430-518), avec le titre de consul. Charlemagne (742-814) portait un écu orné de fleurs de lis [5]. De même pour son père, Pépin le Bref (714-768).</span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">1 Le drapeau québécois, Jacques Archambault et Eugénie Lévesque, Éditeur Officiel du Québec, 1974.</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">2 Manuel du blason, D.L. Galbreath, SPES, Lausanne, 1942.</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">3 L’art héraldique, H. Gourdon de Genouillac, Gründ, Paris, 1900.</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">4 Armoiries des provinces et villes de France, Jacques Meurgey, Bosse, Paris, 1929.</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">5 Pour un drapeau indépendantiste, Raoul Roy, L es Éditions du Franc-Canada, Montréal, 1965.</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">6 Histoire du drapeau, des couleurs et des insignes de la monarchie française, M. Rey, Téchener, Paris, 1837.</span></div></blockquote><p style="text-align: justify;"><span style="font-family: helvetica;"> <span style="color: #073763;"> L’encyclopédie [7] rapporte que «Le Père Caussin croyait que le lis était, même avant Clovis, le symbole de la Gaule. Il fondait cette opinion sur une médaille d’Hadrien, empereur romain de 117 à 138 de notre ère, où l’on voit la Gaule tenant à la main un objet assez semblable à une fleur de lis qu’elle présente à l’empereur, qualifié sur la médaille de restaurateur de la Gaule». Toutefois, les fleurs de lis n’étaient pas particulières aux rois de France. Elles étaient utilisées par la plupart des dirigeants. Les fleurs de lis ont orné des couronnes royales en Allemagne, en Espagne, en Lombardie, en Angleterre, etc. [5,8].</span></span></p><p><span style="color: #073763; font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #073763; font-family: helvetica;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj148zuy6PQc2M1G5JjSt9K64kSY0qgeKI4zMU8mqXUB-fMKMzpwVhhthJFiufQTR_aMeW0a0MEb-ibD378Uv4jkMrg4AyHOLtaGUPcBQ6EQzrM8x3ShSt4sqOwDTv2iDwD7tkr2uIfhUU/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1221" data-original-width="800" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj148zuy6PQc2M1G5JjSt9K64kSY0qgeKI4zMU8mqXUB-fMKMzpwVhhthJFiufQTR_aMeW0a0MEb-ibD378Uv4jkMrg4AyHOLtaGUPcBQ6EQzrM8x3ShSt4sqOwDTv2iDwD7tkr2uIfhUU/" width="157" /></a></span></div><p></p><p style="text-align: center;"><span style="color: #073763;"><span style="font-family: helvetica;">Fig. 1 Armoiries de Louis XIV </span><span style="font-family: helvetica;">arborées à Québec au 18e s.</span></span></p><p style="text-align: center;"><span style="color: #073763; font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieylS-SGQ7mILNPK4XlGpU2izFH2mK7q1X3IQl52MsKi7iccoPDJj7oTIz3VosFUm96VnPeO9di9DTZBiPoA2qY93T-SlB16jeTxj0kenJkHP7TTEMh3hc8O-7YzkGtVTSgquuc9cImQQ/" style="margin-left: 1em; margin-right: 1em;"><span style="color: #073763;"><img alt="" data-original-height="1123" data-original-width="800" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieylS-SGQ7mILNPK4XlGpU2izFH2mK7q1X3IQl52MsKi7iccoPDJj7oTIz3VosFUm96VnPeO9di9DTZBiPoA2qY93T-SlB16jeTxj0kenJkHP7TTEMh3hc8O-7YzkGtVTSgquuc9cImQQ/" width="171" /></span></a></div><p></p><p style="text-align: center;"><span style="color: #073763;"><span style="font-family: helvetica;">Fig. 2 - Armoiries officielles </span><span style="font-family: helvetica;">du Québec (1939)</span></span></p><p style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"> Ce symbole de grande importance fut naturellement introduit en Nouvelle-France. Jacques Cartier raconte qu’il fit planter une croix de treize pieds de haut à Gaspé et qu’il y fit apposer un écu où furent gravées trois fleurs de lis [5,9]. Depuis lors, ce symbole a marqué l’établissement de nos ancêtres en Amérique du Nord et toute notre histoire des trois derniers siècles. La figure 1 montre “les armoiries que Gaspard Chaussegros de Léry, ingénieur des fortifications, avait commandées à Noël Levasseur en 1727. Cette sculpture sur bois ornait l’une des portes de Québec...” [1]. Il est important de remarquer que la fleur de lis des rois de France n’était pas blanche: elle était jaune or. On peut ainsi affirmer que la fleur de lis (ou fleur-de-lys) du drapeau québécois n’est pas un symbole royaliste, mais bien un symbole national, un signe de ralliement non seulement de tous les Québécois, mais aussi de tous les francophones nord-américains. C’est un symbole qui rappelle nos origines françaises et dont nous devons être fiers. Un noble symbole qui commande le respect, tout comme nos amis des États-Unis respectent leur bannière étoilée ( <i>Star spangled banner</i> ).</span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">7 Encyclopédie du XIXe siècle, Librairie de l’Encyclopédie, 1877, à « Lis ».</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">8 Grand dictionnaire universel du XIXe siècle, Larousse, Paris, 1872, à « fleur ».</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-small;">9 La grande aventure de Jacques Cartier, J. Camille Pouliot, H. Michelant et A. Ramé, Paris, 1934, p. 42.</span></div></blockquote><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDFX8GLGHBJLgW3OHXt00PqppWagvMchuD0xW5dccyTPEOcDoYDO4oxytbT8GG1zq0SCoiGifRhq-7byFQ2oCgro5RD8x9JHn7GybeLxAa8I5Zyilnd-hVxST3J6IE5XM0TEAN2fX01Tw/s630/40ea20dfb518417_file.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="335" data-original-width="630" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDFX8GLGHBJLgW3OHXt00PqppWagvMchuD0xW5dccyTPEOcDoYDO4oxytbT8GG1zq0SCoiGifRhq-7byFQ2oCgro5RD8x9JHn7GybeLxAa8I5Zyilnd-hVxST3J6IE5XM0TEAN2fX01Tw/s320/40ea20dfb518417_file.jpg" width="320" /></a></div><br /><p style="text-align: center;"><br /></p><p> </p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-86994365326889015652021-04-14T23:48:00.069-04:002021-07-09T13:13:40.836-04:00SCIENCE ET FRANCOPHONIE - Correspondance DION - MITTERRAND<p><span style="color: #351c75; font-family: arial; font-size: medium;"><b>Une des actions que j'ai menées pour notre langue auprès des autorités françaises...</b></span></p><p><span style="color: #660000; font-family: arial;"><b> Un des fondateurs de la revue <i>Science et Francophonie</i> qui a été publiée pendant plusieurs années vers </b></span><b style="color: #660000; font-family: arial;">1980-1990 était le Pr Pierre Demers, éminent physicien de l'Université de Montréal, pionnier de la physique nucléaire au Québec. Il en était l'éditeur.</b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqT61G5KCkekrvFP6DNNvItRi-uHOJlCbyNzawj0ZN8aYmTjw1WuRmDo8xcSZ-N5NW29Lfj5ZCKdvPDeHTaiXAASyvsSugl9oTT9v2CdBRXHlQqIVWjkKNSGYoVvXevKHFSFvuqvoFmgk/s1584/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_01.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1584" data-original-width="1224" height="662" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqT61G5KCkekrvFP6DNNvItRi-uHOJlCbyNzawj0ZN8aYmTjw1WuRmDo8xcSZ-N5NW29Lfj5ZCKdvPDeHTaiXAASyvsSugl9oTT9v2CdBRXHlQqIVWjkKNSGYoVvXevKHFSFvuqvoFmgk/w512-h662/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_01.jpg" width="512" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8kx4OSeyYEFodVmr2tTl5qIBub8ZUo4S9IuVWJWmRm0EJIP7iWAVBysvNNWn4Ia1inJ5SQM5CqwBjHlYMNG9TQX3q3dLCWGZY67Sgmdi9lXKFxYuuxQ8AXdGct_qS35X0VEHKU_AuaW4/s1573/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_02.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1573" data-original-width="1216" height="755" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8kx4OSeyYEFodVmr2tTl5qIBub8ZUo4S9IuVWJWmRm0EJIP7iWAVBysvNNWn4Ia1inJ5SQM5CqwBjHlYMNG9TQX3q3dLCWGZY67Sgmdi9lXKFxYuuxQ8AXdGct_qS35X0VEHKU_AuaW4/w583-h755/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_02.jpg" width="583" /></a></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><p style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo_qbnDhUQGe4c6x_P7x-KwQyC8osuM-V7M6LK7XamA_jcqU_LFHsRzcu3rfESjaNee_NErn0K5anqFqUrWhVhNRoseekt_P-pZjjGylwsDB2fbemZC4FoDooDP5_Juu89V5BObJJ1fSc/s1584/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_03.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1584" data-original-width="1224" height="756" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo_qbnDhUQGe4c6x_P7x-KwQyC8osuM-V7M6LK7XamA_jcqU_LFHsRzcu3rfESjaNee_NErn0K5anqFqUrWhVhNRoseekt_P-pZjjGylwsDB2fbemZC4FoDooDP5_Juu89V5BObJJ1fSc/w584-h756/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_03.jpg" width="584" /></a></p><p></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><p style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUWB2FmoVRj-cJFuk5yO_yICDFvU-V6vRE0n8GukKtQKJ1SNN3cc87xbSjxzvDGR575gWaPVO9PFPrQ_wIYbLS3wTfucrD6TLXM14hEcsdqBZpCEBxtHHdWJ-zYXDvPWMeD07WZKWvuuE/s1584/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_04.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1584" data-original-width="1216" height="772" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUWB2FmoVRj-cJFuk5yO_yICDFvU-V6vRE0n8GukKtQKJ1SNN3cc87xbSjxzvDGR575gWaPVO9PFPrQ_wIYbLS3wTfucrD6TLXM14hEcsdqBZpCEBxtHHdWJ-zYXDvPWMeD07WZKWvuuE/w593-h772/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_04.jpg" width="593" /></a></p><p></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><p style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggi6RJpay8WU_z1mw-fC_NY7FsYxOlfhemauA5upWnxjGt3_o6xMJnzetgvSLWF4mS0hjRPakVm4-h3rUCWnzBduguGsId49aA5bsdfaYEwVJMq-0_-qD089UCWXilWh3ax3rBPYpB4AM/s1573/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_05.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1573" data-original-width="1216" height="701" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggi6RJpay8WU_z1mw-fC_NY7FsYxOlfhemauA5upWnxjGt3_o6xMJnzetgvSLWF4mS0hjRPakVm4-h3rUCWnzBduguGsId49aA5bsdfaYEwVJMq-0_-qD089UCWXilWh3ax3rBPYpB4AM/w541-h701/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_05.jpg" width="541" /></a></p><p></p></blockquote></blockquote><p></p><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8joxQcJV19wXvQZ1P-fbiaAXckKfrkjAQGGGTzu5eOC64BdMNjIUcs79niSRQrEZlBpmFmTwo-r5TWcXJ07cdKjmGFefc1CUGY7qKIO_pw7-k__-8Qx6u_iQfsqtSYaOtIefY-OzSxIo/s1584/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_12.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1584" data-original-width="1216" height="709" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8joxQcJV19wXvQZ1P-fbiaAXckKfrkjAQGGGTzu5eOC64BdMNjIUcs79niSRQrEZlBpmFmTwo-r5TWcXJ07cdKjmGFefc1CUGY7qKIO_pw7-k__-8Qx6u_iQfsqtSYaOtIefY-OzSxIo/w545-h709/Science+et+Francophonie%252C+no+34+mai+1991+IMAGE+-+Dossier+J.L.+Dion%252C+pr%25C3%25A9s.+Mitterrand..._Page_12.jpg" width="545" /></a></div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #38761d;">Source du document : Bibliothèque et Archives nationales du Québec</span></b></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">https://numerique.banq.qc.ca/patrimoine/details/52327/2398784?docref=SPb6SxGYM01XfKTp0mIcQA&docsearchtext=Jean-Luc%20Dion</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVBcRanQ13dKBw-Ja2V0N53fwxQ2tuQ9O_Sa7jfqV7sfp_4vwPqIWe1Fq5V4mgcYGkW9syUeN0jn0iq9fus-qyFqhGvbYMDQhtjoOdGJxHW6FQGCLVC_r_J7_MiAri36tpJ-Z4n08cFIQ/s555/Fleur+de+lys+bi+27k.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="555" data-original-width="390" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVBcRanQ13dKBw-Ja2V0N53fwxQ2tuQ9O_Sa7jfqV7sfp_4vwPqIWe1Fq5V4mgcYGkW9syUeN0jn0iq9fus-qyFqhGvbYMDQhtjoOdGJxHW6FQGCLVC_r_J7_MiAri36tpJ-Z4n08cFIQ/w141-h200/Fleur+de+lys+bi+27k.jpg" width="141" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-18739807968450900812021-03-26T22:11:00.005-04:002021-03-26T22:13:21.010-04:00LE BULLETIN DE LA RÉPUBLIQUE 2006-12-30<a href="http://4.bp.blogspot.com/_tvMgXlLsUyw/R3m2lI9MGiI/AAAAAAAAACg/FqmdePqKvDM/s1600-h/Fleur_de_lys_bi_8k.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"></a><b><span style="color: #38761d;">UN SOUVENIR DE 2006...</span></b><br /><div style="text-align: center;"><span style="font-size: 130%;"><span style="font-family: arial;"><span style="color: #000099; font-weight: bold;">LE BULLETIN DE LA RÉPUBLIQUE</span></span></span><br /></div><hr style="font-size: 85%;" width="100%" /> <p align="center" class="MsoNormal" style="text-align: center;"><b style="color: #660000;"><span style="font-family: Helvetica;">Le statut de nation ne se quémande pas, ni ne se donne : </span></b><span style="color: #660000;"><br /></span><b style="color: #660000;"><span style="font-family: Helvetica;">il s'acquiert par le courage, la solidarité, le travail, les convictions, </span></b><span style="color: #660000;"><br /></span><b style="color: #660000;"><span style="font-family: Helvetica;">le respect des traditions, et des gestes concrets d'appropriation du territoire.</span></b><span style="color: navy;"><o:p></o:p></span></p> <o:p></o:p> <div align="center" class="MsoNormal" style="text-align: center;"> <hr align="center" size="2" width="100%" /></div> <div align="center"><span style="color: #003300;"><big><span style="font-family: Eurostile;"><b>Que l'année 2007 soit celle<br />d'un renforcement de l'unité nationale des Québécois<br />et d'une véritable prise en main de notre avenir.<br />Bonne et heureuse année à tous !</b></span></big><br /></span></div> <hr style="font-size: 85%;" width="100%" /><span style="color: #660000;"><big><span style="font-family: Bookman Old Style;"><b>CONTENU<br /><br /></b></span></big></span><p class="MsoNormal"><span style="font-size: 100%;"><b><span style="color: #339966; font-family: Arial;">«» Encore plus d’hydrolingots -- <i>Le Devoir</i></span></b><b><span style="color: #339966;"><br /></span></b><b><span style="color: #339966; font-family: Arial;">«» <span class="contentpagetitle">Sur l’attentisme et ses effets délétères -- Robert Laplante, <i>L'Action nationale</i></span></span></b><b><span style="color: #339966;"><br /></span></b><b><span style="color: #339966; font-family: Arial;">«» L'identité québécoise n'est pas à vendre -- Juge André Marceau, <i>Le Devoir</i></span></b><b><span style="color: #339966;"><br /></span></b><b><span style="color: #339966; font-family: Arial;">«» Le Québec à l'UNESCO: une savoureuse plaisanterie -- Jean-Marc Léger, <i>Le Devoir</i></span></b><b><span style="color: #339966;"><br /></span></b></span><span style="color: #339966; font-family: Arial; font-size: 100%;">«» <strong><span style="font-family: Arial;">Où en est la pensée québécoise telle qu'on la publie ?</span></strong><br /><b>«» Le beau texte de Tania Kontoyanni : MA PATRIE<br />«» Divertissements<br />«» Les pensées du jour<br />«» Liens utiles</b></span><br /></p> <p class="MsoNormal"><span style="font-family: Arial; font-size: 11;"><b><span style="color: #ff6600;"></span></b></span></p> <div align="left" class="vtitre"> <hr style="font-size: 85%;" width="100%" /><span style="color: #330033;"><b><big>Encore plus d’hydrolingots</big></b></span></div><br /><div class="v11"> <div align="left" class="v11g">Jean-Robert <span style="text-transform: uppercase;">Sansfaçon</span><br />Éditorial - Le Devoir - lundi 18 décembre 2006<br /></div><br />Source : <a href="http://www.vigile.net/spip/vigile3402.html"><b>clic</b></a><br /></div> <div class="v11"> <blockquote> <p align="justify" class="spip">(...) Ce sont les dénonciateurs de « l’immobilisme » qui seront contents : grâce à l’argent des contribuables, Alcan agrandira ses installations d’Alma (ou d’Arvida) et construira une usine pilote équipée d’une technologie moderne susceptible d’être exportée. Grâce à ces deux projets qui s’échelonneront sur une dizaine d’années, 740 emplois seront créés auxquels s’ajouteront les postes créés pendant la construction et ceux des PME invitées à fournir des équipements et des services exportables.</p> <p align="justify" class="spip">Voilà d’ailleurs l’élément le plus intéressant de cette entente : pour chaque usine équipée de la nouvelle technologie dite AP-50 qui sera exportée dans le monde par la suite, Alcan laisse miroiter des retombées potentielles de 500 millions chez les fournisseurs d’équipements et de services du Québec.</p> <p align="justify" class="spip">Cela dit, il n’y a rien de gratuit en ce bas monde. Pour qu’Alcan accepte d’investir ces <b>2,1 milliards</b> au Québec, il a fallu que le gouvernement Charest y mette du sien... ou du nôtre. <span style="color: #330033;"><b>D’abord, un prêt de 400 millions sans intérêt pour trente ans.</b></span> L’argent prêté étant emprunté par Québec, <b>il faudra ajouter cette somme à la dette publique</b>.</p> <p align="justify" class="spip"><b>Deuxième concession : une aide fiscale de 110 millions à laquelle se grefferont des crédits d’impôt de recherche et développement dont le montant est inconnu. <span style="color: #330033;">Troisième élément : la prolongation jusqu’en 2058 du bail qui autorise Alcan à produire elle-même de l’électricité sur la rivière Péribonka. Québec a aussi accepté de rouvrir un autre contrat pour prolonger une entente qui force Hydro-Québec à fournir un bloc de 348 MW de puissance jusqu’en 2045 au tarif de grande puissance indexé selon une formule qui place Alcan à l’abri d’éventuels chocs tarifaires.</span></b> En d’autres mots, si nos « lucides » parvenaient à convaincre un gouvernement de hausser le prix de l’électricité pour alimenter quelque fonds des générations, les alumineries seraient à l’abri.</p> <p align="justify" class="spip"><b>Dernière concession, majeure celle-là : Hydro-Québec devra fournir un nouveau bloc de 225 MW d’électricité à tarif préférentiel pour un minimum de 35 ans à partir de 2010. </b>Or, comme le tarif L est <span style="color: #330033;"><b>inférieur </b></span>aux coûts de production des kWh d’électricité qui seront produits à l’avenir, on aura compris que nous voilà repartis dans les hydrolingots à forte valeur fiscale ajoutée !</p> <p align="justify" class="spip">Au total, l’aide publique directe dépassera le demi-milliard. Et en ajoutant le manque à gagner causé par les tarifs d’électricité inférieurs au prix du marché des exportations, <span style="color: #330033;"><b>on peut déduire que les contribuables du Québec prendront à leur charge annuellement la masse salariale totale des 750 nouveaux employés d’Alcan, voire davantage.</b></span> Comme disait Confucius : « Faut c’qu’il faut ! »</p> (...) <p align="justify" class="spip">Noël s’en vient, à chacun de faire parvenir sa liste de cadeaux à l’adresse suivante : Père Noël, Colline du parlement, Québec-en-mouvement, Ho-Ho-Ho !<br /><span face="Helvetica,Arial,sans-serif">Jean-Robert <span style="text-transform: uppercase;">Sansfaçon</span></span><br /></p> <p align="justify" class="spip"><span face="Helvetica,Arial,sans-serif" style="color: #330000;"><span class="moz-txt-link-abbreviated">Article complet : <b><a href="https://www.ledevoir.com/opinion/editoriaux/125212/encore-plus-d-hydrolingots">clic</a></b><br /></span></span></p> </blockquote> <span face="Helvetica,Arial,sans-serif" style="color: #000066;">[ NdJLD ] N'est-ce pas là une bonne démonstration de l'irresponsabilité et de l'incompétence de nos dirigeants, tous genres confondus, depuis de nombreuses années ? Dans cette affaires, comme dans tellement d'autres, c'est cette bonne poire de Québécois qui paye et ce sont d'autres qui empochent les véritables profits. </span><span face="Helvetica,Arial,sans-serif" style="color: #000066;"><br />Un gouvernement responsable et compétent verrait à ce qu'une grande compagnie québécoise, privée ou d'État (la Société générale de Financement, par exemple), fasse un <b>investissement <span style="color: #990000;">en échange d'actions</span></b> et devienne <span style="color: #990000;"><b>partenaire </b></span>de l'aluminerie plutôt que de donner bêtement l'argent des citoyens<br /></span><span face="Helvetica,Arial,sans-serif" style="color: #000066;">Un autre exemple est le secteur des ressources minières où le Québec <b>ne retire pas le centième</b> des profits qui sont faits </span><span face="Helvetica,Arial,sans-serif" style="color: #000066;">par de grandes compagnies étrangères </span><span face="Helvetica,Arial,sans-serif" style="color: #000066;">en vidant notre sous-sol.</span><br /><br /><span style="color: #000066; font-family: Arial; font-size: 100%;">Ceci me rappelle que dans ses « </span><span style="font-size: 100%;"><em><span style="font-family: Arial;">Dialogues et fragments philosophiques </span></em><em><span style="font-family: Arial; font-style: normal;">», </span></em></span><span style="color: black; font-family: Arial; font-size: 100%;"><a href="http://www.evene.fr/celebre/recherche.php?motcherche=Ernest+RENAN">Ernest RENAN</a> </span><span style="font-family: Arial; font-size: 11;"><span style="font-size: 100%;"> </span><span style="font-size: 100%;">a écrit :<br /><br /></span><span style="color: black;"><span style="color: #990000;"><span style="font-size: 100%;"> « <b>La bêtise humaine est la seule chose qui donne une idée de l'infini.</b> »</span><u1:p></u1:p></span></span><span style="color: #990000;"><o:p></o:p></span></span><span style="color: #990000;"><br /></span> <blockquote>Albert Einstein a, par la suite, dit quelque chose de semblable, mais j'ignore s'il connaissait la pensée de Renan...<br /></blockquote> <span style="color: black; font-family: Palatino; font-size: 14;"></span> <blockquote> <p align="justify" class="spip"> </p> </blockquote> <blockquote> <p align="justify" class="spip"> </p> </blockquote> </div> <hr style="font-size: 85%;" width="100%" /><span style="color: #330033;"><b><big><span class="contentpagetitle"> Sur l’attentisme et ses effets délétères</span></big></b></span> <div class="frontpage_mag_path"><!--<img src="images/M_images/arrow.png" alt="triangle" />-->L'Action nationale - Décembre 2006 -- Éditorial de<span class="small"> Robert Laplante<br /></span> <blockquote><span style="font-family: Futura Lt BT;"><b><span style="color: #330033;">Il s'est écrit et dit beaucoup de choses ces derniers temps sur la morosité et l'immobilisme dont souffrirait le Québec. Nous avons eu droit à beaucoup de lieux communs, à de pseudo-débats et surtout, à des exercices d'autoflagellation qui ont permis à quelques notables de blâmer encore toute une société parce qu'on ne les a pas laissés piger dans les fonds publics pour se donner l'impression qu'ils entreprennent de grandes choses. Le peuple a le dos large, c'est bien connu. (...)<br /></span></b></span></blockquote> <a class="readon" href="http://www.action-nationale.qc.ca/index.php?option=com_content&task=view&id=362&Itemid=1"> Lire la suite...</a> </div> <span style="color: #330033;"><b><big><span class="contentpagetitle"><br /></span></big></b></span> <hr style="font-size: 85%;" width="100%" /><span style="font-family: Futura Md BT;"><span style="color: #000066;"><b><big><big>L'identité québécoise n'est pas à vendre</big></big></b></span><br />Le Devoir, 8 décembre 2006<br /></span> <blockquote><b><span style="font-family: Futura Md BT;"><span style="color: #330000;">À Cambridge en 1992, devant Pierre Elliott Trudeau et un fort groupe de juges canadiens dont j'étais, le professeur Yoram Dinstein, alors président de l'Université de Tel-Aviv, en Israël, une autorité incontestable en droit international, avait affirmé tout haut que le Québec constituait de toute évidence un peuple (en anglais, <i>people</i> signifie «nation»), sinon, il n'y avait aucun peuple sur Terre. («<i>If Quebec is no people, there is none on Eart</i>h.»)</span></span></b><br /><blockquote> ***<br /><b><big>André Marceau </big><br />Juge retraité de la Cour du Québec et vice-président de la Société historique de Québec<br /></b>Québec, le 3 décembre 2006<br />***<br /></blockquote> <span style="color: #330000; font-family: Futura Md BT;">M. Trudeau, contrarié par cette affirmation, leva la main et lui demanda ironiquement: «Et les Palestiniens du Golan, M. le professeur, constituent-ils un peuple eux aussi?» Et le savant professeur lui répondit devant tout le groupe: «Certainement, M Trudeau, et je dois ajouter qu'ils le sont encore plus depuis que nous avons créé l'État d'Israël.» </span><br /><br /><span style="color: #330000; font-family: Futura Md BT;">Les Canadiens juifs, qui sont très nombreux aux alentours des libéraux et dont les ancêtres ont parcouru le monde pendant des siècles avant de s'apercevoir, avec l'Israël d'aujourd'hui, qu'il est extrêmement difficile de se refaire un vrai pays à soi-même, devraient expliquer au nouveau chef du Parti libéral du Canada qu'il est sur une fausse piste s'il croit que le peuple québécois continuera d'accepter longtemps le joug du Canada. </span><br /><br /><b><span style="color: #330000; font-family: Futura Md BT;">L'identité de notre peuple repose depuis Champlain sur 399 ans de vie commune, sur des vagues d'immigration d'origines diverses, sur une vie tricotée serré aux alentours du grand fleuve, sur l'humanisme de l'Évangile, et son histoire commune est pleine d'énormes injustices et de spoliations de toutes sortes. C'est sa patience séculaire et la nécessité de perdurer comme tel en français qui ont réussi à cimenter sa résistance à l'assimilation. Son identité n'est pas à vendre.</span></b><br /></blockquote> <hr style="font-size: 85%;" width="100%" /><span style="color: #003333;"><span style="font-family: Aachen BT;"><span style="color: #330033;"><b><big><br />Le Québec à l'UNESCO: une savoureuse plaisanterie</big></b></span><br /></span></span><span style="color: black;"> Jean-Marc Léger, Le Devoir, le 21 décembre 2006 </span><br /><br /><span face="Helvetica,Arial,sans-serif" style="color: #330033;">Je trouve à la fois savoureux et affligeant que nombre de nos médias, et non des moindres, aient pris au sérieux la véritable mystification que constitue l'annonce de l'entrée éventuelle du Québec à l'UNESCO. Comment des rédacteurs et des commentateurs en principe sérieux et informés ont-ils pu une fois encore se laisser duper par les effets d'annonce de l'affabulateur Stephen Harper, qui poursuit sa cour effrénée du Québec? Comment ont-ils pu oublier la vieille leçon de la fable: «Tout flatteur vit aux dépens de celui qui l'écoute»?<br /><br /></span><span face="Helvetica,Arial,sans-serif" style="color: #330033;"> L'UNESCO, comme toute autre organisation de la famille des Nations unies, ne peut accepter en son sein que des États indépendants quel que soit le statut qui leur est attribué, membres à part entière ou observateurs. Par ailleurs, chaque État peut composer sa délégation comme il l'entend, que ce soit lors de la conférence biennale ou lors de toute autre manifestation. Et chaque État membre ne dispose que d'un siège au sein de cette organisation. Ce qui est arrivé, c'est que le gouvernement central, dans le cadre d'une entente Ottawa-Québec, a décidé d'attribuer formellement une place clairement identifiée au Québec lors de chaque conférence de l'UNESCO, avec droit pour le Québec de désigner lui-même son représentant au sein de la délégation canadienne. C'est ce dernier élément qui constitue la seule innovation. Encore une fois, cela concerne strictement les relations Ottawa-Québec et nullement les prétendus rapports Québec-UNESCO, qui ne sauraient exister... tant que le Québec n'aura pas le courage d'assumer son indépendance et d'apparaître sur la scène internationale comme État souverain.</span><br /><br /><hr style="font-size: 85%;" width="100%" /><span style="font-size: 130%;"><br /></span><div><span style="color: navy; font-size: 130%;"><strong><span style="color: maroon; font-family: 'Book Antiqua';">Où en est la pensée québécoise </span></strong><strong><span style="color: maroon; font-family: 'Book Antiqua';">telle qu'on la publie</span></strong><strong><span style="color: maroon; font-family: 'Book Antiqua';"> ?</span></strong></span></div> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: 'Book Antiqua'; font-size: 100%;"><span style="color: navy;"><span style="color: black;"> <o:p></o:p></span></span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua'; font-size: 100%;"><span style="color: navy;">Vous le saurez toujours si vous vous abonnez</span></span><span style="font-family: 'Book Antiqua'; font-size: 100%;"><span style="color: navy;"><span style="color: black;"> </span><span style="color: navy;">aux </span></span></span><span style="color: navy;"><span style="font-size: 100%;"><em><b><span style="color: maroon; font-family: 'Book Antiqua';">Cahiers de lecture</span></b></em></span><span style="color: navy; font-family: 'Book Antiqua'; font-size: 100%;"> de L'Action nationale.</span><span style="font-family: 'Book Antiqua'; font-size: 14;"><o:p></o:p></span></span></p> <blockquote> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">J'ai le plaisir de vous annoncer que le tout premier numéro des </span></span><span style="color: navy;"><strong><i><span style="color: maroon; font-family: 'Book Antiqua';">Cahiers de lecture</span></i></strong><span style="color: navy; font-family: 'Book Antiqua';"> de L'Action nationale sortira le 25 janvier 2007. En fichier joint, vous trouvez reproduite l'attrayante page couverture de ce numéro 1.<o:p></o:p></span></span></p> <p><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Les </span></span><span style="color: navy;"><em><b><span style="color: maroon; font-family: 'Book Antiqua';">Cahiers de lecture</span></b></em><span style="color: navy; font-family: 'Book Antiqua';">, ce sont 32 pages, format tabloïd, qui recensent les essais québécois, à raison de 2 numéros par année. Les </span><em><b><span style="color: maroon; font-family: 'Book Antiqua';">Cahiers </span></b></em><span style="color: navy; font-family: 'Book Antiqua';">ratissent large, en même temps qu'ils sondent certains essais plus en profondeur. <strong>Signalements de parution complets et précis, comptes rendus rigoureux, notes critiques allumées permettent de saisir rapidement où en est la pensée québécoise telle qu'on la publie</strong>. Le tout accompagné de photos des pages couverture des livres, de données bibliographiques exhaustives, d'un éditorial et d'articles de circonstance ou d'approfondissement.<o:p></o:p></span></span></p> <p><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Afin d'asseoir cette publication sur une bonne base et en assurer l'avenir, nous l'offrons en pré-lancement aux amis et connaissances à un prix de circonstance. Voyez :</span></span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">L'achat d'un numéro en kiosque coûte 8,95 $, soit, pour deux numéros, 17,90 $.</span></span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">L'abonnement annuel régulier (2 numéros) coûte 15 $.</span></span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy;"><span style="font-size: 100%;"><strong><span style="color: navy; font-family: 'Book Antiqua';">En pré-lancement, l'abonnement annuel est à seulement 12 $</span></strong></span><span style="color: navy; font-family: 'Book Antiqua'; font-size: 100%;">.</span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><b><span style="font-family: 'Book Antiqua';"><span style="color: navy;"><span style="color: black;"> <o:p></o:p></span></span></span></b></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><b><span style="font-family: 'Book Antiqua';"><span style="color: navy;"><span style="color: black;"><o:p></o:p></span></span></span></b></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><b><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Apprenez-en plus en ligne et abonnez-vous :</span></span></b></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;"><a href="http://www.action-nationale.qc.ca/index.php?option=com_leboutique&Itemid=65&task=product_list&catid=8">http://www.action-nationale.qc.ca/index.php?option=com_leboutique&Itemid=65&task=product_list&catid=8</a></span></span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: 'Book Antiqua';"><span style="color: navy;"><span style="color: black;"> <o:p></o:p></span></span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">N'hésitez pas à transmettre cette offre aux amis et aux proches.</span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"></span><span style="color: navy;"> </span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Le cadeau des Fêtes que vous cherchiez est peut-être trouvé !...</span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"></span><span style="color: navy;"> </span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Au plaisir de vous compter parmi les abonnés, historiques !, de cette nouvelle publication.<br /></span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;"><br /></span></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Richard Gervais</span></span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;">Secrétaire de rédaction</span></span><span style="font-family: 'Book Antiqua';"><o:p></o:p></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy;"><em><span style="color: navy; font-family: 'Book Antiqua';">Cahiers de lecture</span></em><em><span style="color: navy; font-family: 'Book Antiqua'; font-style: normal;"> de</span></em><em><span style="color: navy; font-family: 'Book Antiqua';"> L'Action nationale</span></em></span></p> <p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="color: navy; font-family: 'Book Antiqua';"><span style="color: navy;"><a href="mailto:rivais@cgocable.ca">rivais@cgocable.ca</a></span></span> </p> </blockquote> <span style="font-family: 'Book Antiqua';"></span> <hr style="font-size: 85%;" width="100%" /><span style="color: #003333;"><span style="font-family: Aachen BT;"><span style="color: #660000;"><b><br />Le beau texte d'une jeune Québécoise</b></span><br /></span></span> <p class="MsoNormal"><span style="color: #000156;"><span><b><big>MA PATRIE par Tania Kontoyanni</big></b> <o:p></o:p></span></span></p> <blockquote> <p><span style="color: #000156;"><strong><span>Je m’appelle Tania KONTOYANNI. </span></strong><span><br /><strong><span>Mon nom et mon visage vous renvoient tous les jours mes origines étrangères </span></strong><br /><strong><span>Et souvent vous oubliez que je suis, jusque dans mes trippes, une QUÉBÉCOISE.</span></strong></span><span> <o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Je suis née dans la ville de Québec.<br />Alors qu’au même moment, une cruelle dictature éclatait au pays de mes parents,<br />moi, j’avais la chance de naître dans un Québec au bord de « la révolution TRANQUILLE »…<br />À peine venue au monde, ma patrie m’enseignait que les bains de sang ne sont pas nécéssaires au changement. Ici, on allait faire les choses autrement.<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Je suis entrée dans l’adolescence au moment où le peuple québécois revendiquait son identité distincte et tentait pour la première fois de se donner un pays. DÉMOCRATIQUEMENT.<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>J’ai grandi en ayant le privilège et le droit de célébrer la culture de mes parents, de m’éduquer, de me tromper, de changer de voie, de devenir ce que je souhaitais…<br />Le Québec a fait de moi une femme libre de ses choix et je me battrai toujours pour qu’il le soit aussi.<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Quand je voyage à l’étranger et qu’on me demande : « c’est comment le Québec? »… mon cœur explose de fierté.<br />Parce que je l’aime!<br />J’aime ses vastes territoires qui inspirent la liberté.<br />J’aime me baigner dans l’eau claire de ses lacs.<br />J’aime emprunter les premières routes de son histoire, en canot.<br />J’aime le parfum de ses forêts.<br />J’aime m’apaiser devant son fleuve.<br />J’aime avoir le vertige de ses hautes gorges, de ses falaises et de sa beauté.<br />J’aime connaître le Québec de fond en comble, parce que l’on n’aime bien que ce que l’on connaît.<br />J’aime ses saisons, ses étés luxuriants, ses automnes flamboyants,<br />ses hivers durs et longs qui nous renvoient à la maison, à l’introspection et…<br />Oh combien j’aime ses printemps! Quand ça sent le lilas dans les ruelles de Montréal, tous les espoirs sont permis…<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Et c’est en ma patrie que je fonde mes plus grands espoirs.<br />Parce que je vois la jeunesse Québécoise revendiquer sa place dans le choix de nos orientations,<br />Je la vois se préoccuper d’écologie, d’altermondialisme, d’éducation, de commerce équitable<br />Je la vois se conscientiser.<br />J’ai espoir parce que de plus en plus de Québécois troquent leur auto pour leur vélo, recherchent des aliments sains et décrient la surconsommation.<br />Parce que de plus en plus de Québécois comprennent que la démocratie c’est pas un X tous les quatre ans,<br />Si ça répond pas à nos aspirations, on prend les rues puis on le critique le gouvernement.<br />J’ai espoir parce que j’entends encore résonner, sur le sol gelé, les pas de centaines de milliers de Québécois manifestant contre la guerre.<br />J’entends résonner les pas de la solidarité envers les femmes d’ici et du monde entier.<br />J’entends encore et toujours notre générosité répondre aux grands drames humains.<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>J’ai espoir parce que nous sommes une poignée d’irréductibles,<br />Parce que notre langue est encore vivante,<br />Parce que la chanson populaire reprend ses propos révolutionnaires,<br />Parce que nos créateurs, malgré la pauvreté de leurs moyens, sont assez passionnés pour que nos arts et nos lettres fleurissent ici et ailleurs<br />J’ai espoir parce que nous sommes un « nouveau monde » et que tout est à faire…<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Oui, j’ai l’espoir toujours vivant, qu’un très grand courant va se déployer comme le St-Laurent et prendra sa source ici, au Québec.<br />J’ai espoir que nous élèverons notre voix parmi toutes les nations de la terre et que nous saurons les inspirer.<br />J’ai espoir que nous préparons à notre manière, « tranquillement », notre prochaine révolution.<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Nos forces vives,<br />C’est la sagesse des Premières Nations et le respect sacré qu’elles vouent à la nature,<br />C’est la détermination du peuple qui, abandonné à son sort, a réussi à défricher une contrée surhumaine, et fonder notre patrie : le Québec.<br />C’est le courage de tous ces immigrants qui ont quitté leur terre natale pour un avenir meilleur…<br />Oui, je le sais que c’est difficile de résister au courant dominant d’un capitalisme sauvage. Je l’entends bien, quand on me dit : « Utopie ! Illusions ! Idéalisme ! »<br />Mais si le Québec m’a appris une chose, c’est qu’on ne baisse pas les bras, même après la déception !<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Chefs et décideurs d’aujourd’hui et de demain,<br />Entendez-vous la voix du Québec?<br />La politique du mensonge et du faux-semblant,<br />La manipulation des masses,<br />L’indifférence face au destin de l’humanité,<br />Le Québec ne veut plus les endosser.<br />Pensez-y dans votre projet de société!<o:p></o:p></span></span></p> <p><span style="color: #000156;"><span>Nous devons, aujourd’hui, rassembler toutes les cultures qui se côtoient chez nous, autour d’un avenir commun.<br />Nous devons concevoir son image en puisant notre inspiration dans la source même de cette civilisation que les Québécoises et les Québécois ont bâtie.<br />Et surtout, nous devons plus que jamais continuer notre marche vers un Québec qui soit le seul maître de son destin!</span></span><span><o:p></o:p></span></p> </blockquote> <p class="MsoNormal"><span><o:p> Source : Bulletin du <a href="http://www.souverainete.info/"><b>CSQ</b></a>, oct. 2006<br /></o:p></span></p> <hr style="font-size: 85%;" width="100%" /><span face="tahoma,sans-serif" style="font-size: 11;"><i><span style="color: purple; font-family: Verdana; font-size: 78%;"><span style="color: purple; font-family: Verdana; font-size: 9; font-style: italic;"></span></span></i></span><span face="tahoma,sans-serif" style="font-size: 11;"><span style="color: purple; font-family: Verdana; font-size: 78%;"><b><br /><big><big>DIVERTISSEMENTS</big></big></b></span></span><br /><blockquote><span style="color: #660000;"><b>Un spectable renversant de Jérôme Murat : <a href="http://www.dailymotion.com/visited/search/jerome%20murat/video/xf9oo_jerome-murat">clic</a></b><br /></span></blockquote> <blockquote><span style="color: #660000;"><b>Un mystérieux lecteur de pensées : <a href="http://www.k-netweb.net/projects/mindreader/">clic</a></b><br /></span></blockquote><br /><hr style="font-size: 85%;" width="100%" /><br /><div align="center" style="font-weight: bold;"><span style="color: #cc33cc; font-family: verdana; font-size: 180%;">Les pensées du jour</span><span style="color: #b8268e; font-size: 180%;"><o:p></o:p></span></div> <div align="center"><br /><b>Cliquez sur les noms...</b><br /></div> <span style="color: #660000;"><span></span></span><span><span style="color: black;"> <o:p></o:p></span></span> <b><span></span></b><span lang="PT-BR" style="font-family: Arial;"></span><span><span style="color: black;"></span></span><span></span><span style="color: #330033;"><span></span></span><span></span><br /><div align="center"> <p class="MsoNormal"><span style="font-size: 130%;"><b><span style="color: #003300; font-family: Helvetica;"> « Les vrais hommes de progrès<br />sont ceux qui ont pour point de départ<br />un respect profond du passé. »</span></b></span><span style="font-size: 13;"><o:p></o:p></span></p> <p class="MsoNormal"><span style="color: black; font-family: Palatino; font-size: 100%;"><b><a href="http://www.evene.fr/celebre/recherche.php?motcherche=Ernest+RENAN">Ernest RENAN</a></b>, philosophe et écrivain français (1823-1892)<o:p></o:p></span></p> *****<br /><p align="center" class="MsoNormal" style="margin: 6pt 0cm 3pt; text-align: center;"><span style="font-size: 130%;"><b><span style="color: maroon; font-family: Arial;">« Trop de Québécois ont le nez collé sur l'arbre</span></b></span><span style="color: maroon; font-size: 130%;"><o:p></o:p></span></p> <p align="center" class="MsoNormal" style="margin: 6pt 0cm 3pt; text-align: center;"><span style="font-size: 130%;"><b><span style="color: maroon; font-family: Arial;">autour duquel ils piétinent frileusement,</span></b></span><span style="color: maroon; font-size: 130%;"><o:p></o:p></span></p> <p align="center" class="MsoNormal" style="margin: 6pt 0cm 3pt; text-align: center;"><span style="font-size: 130%;"><b><span style="color: maroon; font-family: Arial;">et ne voient pas l'immensité de la forêt où ils devraient évoluer,</span></b></span><span style="color: maroon; font-size: 130%;"><o:p></o:p></span></p> <p align="center" class="MsoNormal" style="margin: 6pt 0cm 3pt; text-align: center;"><span style="font-size: 130%;"><b><span style="color: maroon; font-family: Arial;">en étant pleinement maîtres de leur destin !...»</span></b></span><span style="color: maroon;"><o:p></o:p></span></p> <p class="MsoNormal"><b><span style="color: #042c01; font-family: Arial; font-size: 11;"> <o:p></o:p></span></b></p> <p class="MsoNormal"><span style="color: #042c01; font-family: Garamond; font-size: 11;"><span style="font-size: 100%;"><a href="http://www.ac-versailles.fr/pedagogi/anti/senec/senec0.htm"><b>Sénèque</b></a></span><o:p></o:p></span></p> <span> </span></div> <hr style="font-size: 85%;" width="100%" /> <div align="center"><span class="7"><span style="font-size: 78%;"><span style="color: #660000;"><b><big><br /></big></b></span></span></span></div><div align="center"><span class="7"><span style="font-size: 78%;"><span><b><big><span style="color: #660000;">(</span><span style="color: #073763;">Ancienne fin de chronique</span><span style="color: #660000;">)</span></big></b></span></span></span></div><div align="center"><span class="7"><span style="font-size: 78%;"><span style="color: #660000;"><b><big>Vigile.net </big><br />a besoin de notre appui financier.</b></span></span><span style="color: #003333;"><b><br />N'hésitez pas à contribuer à la production du seul quotidien indépendantiste du Québec.<br /><span style="color: #330099;">Une oeuvre extraordinaire de Bernard Frappier.<br /></span></b></span></span><span class="7"><span style="color: #003333;"><b>Une énorme source de documents variés<br />facilement repérables.</b></span></span><br /><span class="7"><span style="color: #003333;"><b><span style="color: #330099;"><a class="moz-txt-link-abbreviated" href="http://www.vigile.net/">WWW.VIGILE.NET</a> (<a href="http://www.vigile.net/"><i>clic</i></a>)<br />Faites votre part,<br />Contribuez à la formation d'un<br />nouveau « Groupe Vigile-République » (<a href="http://www.vigile.net/spip/vigile3279.html">clic</a>, <a href="http://www.vigile.net/">clic</a>)</span></b></span></span></div><div align="center"><span class="7"><span style="color: #003333;"><b><span style="color: #330099;"><br /></span></b></span></span></div><div align="center"><span class="7"><span><span style="color: #330099;"><b style="color: #003333;">Actuellement (2021) : </b><b>https://vigile.quebec/</b><br /></span></span><br /></span></div><div align="center"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjHRcu82M0hJhBZ72Hnt3QPHZkjlBN4s2mMiuvf6vM82-0RCi1EJVQ262HzmJNilOOp1lSck0ptoFvUdLWIFsAngDvVTR3kciR4jn7W8WeU4p0G2KebmPhufVzPPPD6Z7KkEID89f218E/s555/Fleur+de+lys+bi+27k.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="555" data-original-width="390" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjHRcu82M0hJhBZ72Hnt3QPHZkjlBN4s2mMiuvf6vM82-0RCi1EJVQ262HzmJNilOOp1lSck0ptoFvUdLWIFsAngDvVTR3kciR4jn7W8WeU4p0G2KebmPhufVzPPPD6Z7KkEID89f218E/s320/Fleur+de+lys+bi+27k.jpg" /></a></div><br /><span class="7"><br /></span></div> <hr size="2" width="100%" />Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-87940027106987820072021-03-23T13:01:00.011-04:002021-03-23T13:07:55.456-04:00UN PROJET IRRATIONNEL ET NON ÉCOLOGIQUE<p style="text-align: center;"><b> <span face="Calibri, sans-serif" style="color: #c00000; text-align: center;">GNL-Québec / Énergie Saguenay</span><span face="Calibri, sans-serif" style="color: #c00000; text-align: center;"> (*)</span></b></p>
<h2 align="center" style="text-align: center;"><span face=""Calibri",sans-serif" style="font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Un projet
irrationnel et non écologique </span><span face=""Calibri",sans-serif" style="color: #c00000; font-size: 14pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></h2>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> Le gaz naturel l</span><span style="color: #660000; font-family: arial;">iquéfié (GNL) est produit à partir de
gaz naturel, par cryogénie, et nécessite une température de −163 °C. C'est un
procédé très consommateur d'énergie, même si son efficacité a été
considérablement améliorée au cours des années [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/20210318%20Un%20projet%20irrationnel%20et%20non%20%C3%A9cologique%20JdM.docx#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 12pt;">[1]</span></span><!--[endif]--></span></span></a>].
On veut amener ce gaz dans un tuyau de Fort McMurray en Alberta sur plus de
4000 km jusqu’à Saguenay au Québec où une usine serait construite pour le
liquéfier, de même qu’un port pour l’expédier à l’étranger par bateau méthanier.
<o:p></o:p></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> Un méthanier comporte plusieurs réservoirs et sa
cargaison peut actuellement atteindre plus de 150 000 mètres cubes de GNL. Le
volume du méthane à l'état gazeux est égal à 600 fois son volume à l'état
liquide, à pression atmosphérique. 150 000 m<sup>3</sup>, c’est le volume
d’une sphère de 66 m de diamètre, ou d’un cube de 53 m de côté… À l’état
gazeux, c’est donc un cube de <b>445 m</b> de côté, soit près de 90 millions de
m<sup>3</sup> ou <b>90 milliards de litres</b> ! Un tel bateau qui
s’enflammerait accidentellement sur la rivière Saguenay est presque comparable
à <b>une petite bombe atomique</b>. Et il en circulerait près de 300 par année
sur notre magnifique rivière.<o:p></o:p></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> Comme bien d’autres, ce projet risque de nous coûter
très cher de tous points de vue, alors que nous avons des projets énormément
plus profitables à réaliser, en mines et métallurgie par exemple. Les gros
intérêts américains qui sont largement derrière auraient récemment réussi à
embarquer des investisseurs québécois pour plusieurs millions, sans parler de
notre gouvernement et d’Hydro-Québec qui pourraient y engouffrer plusieurs
centaines de millions de dollars, en plus de gaspiller nos réserves d’énergie
électrique, sans considérations sérieuses pour notre territoire et notre
avenir. Notons que ces investisseurs seront nécessairement amenés à devenir des
lobbyistes dans le but de sauver leur mise, </span><span style="font-family: arial;"><span style="color: #134f5c;">à l’exclusion de toute autre
considération… [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/20210318%20Un%20projet%20irrationnel%20et%20non%20%C3%A9cologique%20JdM.docx#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 12pt;">[2]</span></span><!--[endif]--></span></span></a>]</span><span style="color: #660000;"><o:p></o:p></span></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;">On pourrait sans doute démontrer que ce projet est
fou du point de vue énergétique : l'énergie dépensée dans tout le processus,
est très probablement bien supérieure à celle qu'on récupère par la combustion
du gaz en bout de ligne ! Même le PLQ est maintenant opposé à ce projet ! Voici
une liste des principales dépenses d’énergie :</span><o:p></o:p></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: Symbol;">·</span><span style="font: 7pt "Times New Roman";"> </span><span style="color: #741b47; font-family: georgia;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><!--[endif]-->L'énergie dépensée pour construire tout le matériel
d'extraction à la source;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour extraire le gaz et le
comprimer;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour fabriquer les tuyaux du
gazoduc, les transporter, les installer, les souder, etc.;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L’énergie de prétraitement ou purification;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour pomper le gaz et le
faire circuler dans le gazoduc;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L’énergie et les ressources dépensées pour
construire l’usine et le port à Saguenay;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée (énorme) pour liquéfier le
gaz à la réception. <o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour fabriquer le navire;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour pomper le gaz dans le
navire;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour propulser le navire du
départ à l'arrivée;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour pomper le gaz liquéfié,
du navire aux réservoirs;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour réfrigérer le gaz
liquéfié;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L'énergie dépensée pour transporter le gaz
liquéfié jusqu'aux lieux d'utilisation;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;"><span style="mso-list: Ignore;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->L’énergie dépensée pour retourner le GNL à
l’état gazeux;<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #741b47; font-family: georgia;">·<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><!--[endif]-->L'énergie et les ressources dépensée pour
fabriquer les camions et les trains requis...</span><o:p></o:p></p>
<p class="MsoListParagraph" style="text-align: justify;"> <span style="color: #660000; font-family: arial;"> C'est sans compter les diverses ressources naturelles
requises pour fabriquer tous les éléments de cette chaine (métaux divers, etc.)
et l'énergie dépensée pour les transformer... De plus, ce gaz est tout
probablement extrait par <b>fracturation hydraulique</b> qui est, comme on le sait, <b>une
abomination</b> pour les nappes phréatiques, sources d’eau potable.<o:p></o:p></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> C'est aussi sans parler <b>les fuites de gaz </b>(surtout du
méthane) toujours présentes et pratiquement incontrôlables dans ces
installations, de la source au lieu d’utilisation. Or, ce gaz est au moins 20
fois pire que le gaz carbonique au plan du réchauffement climatique... <o:p></o:p></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> C'est un des pires cas d'exploitation d'une ressource
énergétique, avec un rendement négatif qu'on camoufle de toutes les façons
possibles, en attribuant au gaz un valeur 'écologique' et même ‘bio-écologique’
en changeant le nom du projet de <i>GNL Québec</i> en <i>Symbio</i> <i><span style="background: white;">Infrastructure</span></i> [<a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/20210318%20Un%20projet%20irrationnel%20et%20non%20%C3%A9cologique%20JdM.docx#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 12pt;">[3]</span></span><!--[endif]--></span></span></a>].
Un mensonge éhonté dans les conditions décrites. Alors, qui est perdant dans ce
projet ?<o:p></o:p></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> Et, finalement, <b>la pollution et les divers dégâts
</b>produits par tout ça, dont la perte de la magnifique rivière Saguenay comme
site naturel incomparable, et la disparition probable des bélugas et autres
espèces rares! Quelqu'un a déjà écrit : « la véritable énergie 'verte' est
celle qu'on n'utilise pas ». <o:p></o:p></span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="color: #660000; font-family: arial;"> Nous avons la chance au Québec d'avoir des barrages
hydroélectriques qui nous fournissent vraiment l'énergie électrique <b>la plus
écologique possible</b>. Mais il faut se préoccuper sérieusement en haut lieu que
nos surplus ne soient pas dilapidés à rabais au profit de nos voisins du sud et
de projets tordus, alors que nous avons la possibilité de l'utiliser beaucoup
plus <b>pour nous chauffer, chauffer des serres</b> pour produire la majorité de nos
fruits et légumes, au lieu de les importes du bout du monde... Etc... Tout un
autre débat !<o:p></o:p></span></p>
<div style="mso-element: footnote-list;"><div style="text-align: justify;">*** https://energiesaguenay.com/fr/ </div><!--[if !supportFootnotes]-->
<hr align="left" size="1" width="33%" />
<!--[endif]-->
<div id="ftn1" style="mso-element: footnote;">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/20210318%20Un%20projet%20irrationnel%20et%20non%20%C3%A9cologique%20JdM.docx#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></a><span style="mso-spacerun: yes;"> </span><a href="https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9#cite_note-He-3">https://fr.wikipedia.org/wiki/Gaz_naturel_liqu%C3%A9fi%C3%A9#cite_note-He-3</a>
<o:p></o:p></p>
</div>
<div id="ftn2" style="mso-element: footnote;">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/20210318%20Un%20projet%20irrationnel%20et%20non%20%C3%A9cologique%20JdM.docx#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></span></a><span style="mso-spacerun: yes;"> </span><a href="https://www.equiterre.org/actualite/gnl-quebec-%E2%80%93-ce-que-vous-devez-savoir?gclid=EAIaIQobChMIlMX0xaK67wIVGOWzCh04KQ-wEAAYASAAEgLR4vD_BwE?gclid=EAIaIQobChMIlMX0xaK67wIVGOWzCh04KQ-wEAAYASAAEgLR4vD_BwE">https://www.equiterre.org/actualite/gnl-quebec-%E2%80%93-ce-que-vous-devez-savoir?gclid=EAIaIQobChMIlMX0xaK67wIVGOWzCh04KQ-wEAAYASAAEgLR4vD_BwE?gclid=EAIaIQobChMIlMX0xaK67wIVGOWzCh04KQ-wEAAYASAAEgLR4vD_BwE</a>
<o:p></o:p></p>
</div>
<div id="ftn3" style="mso-element: footnote;">
<p class="MsoFootnoteText"><a href="file:///D:/DOSSIER%20LOCAL%20PAR%20D%C3%89FAUT/20210318%20Un%20projet%20irrationnel%20et%20non%20%C3%A9cologique%20JdM.docx#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; mso-ansi-language: FR-CA; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></span></a><span style="mso-spacerun: yes;"> </span><a href="https://www.ledevoir.com/societe/environnement/596575/gnl-quebec-se-cherche-des-allies">https://www.ledevoir.com/societe/environnement/596575/gnl-quebec-se-cherche-des-allies</a></p><div class="separator" style="clear: both; text-align: center;"><br /></div><p class="MsoFootnoteText" style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4kCXlK5AbKvFK5lcv2DRTfTWt29YKm4D07c4PIxUqCKjj9vTCIfO4Sj6RIN31a1OxgVfS94uon-acDgkPpU4PFQUXay7kp6yMdMDzxfr_Dn6FXQ6gbRh5JpaGxnTBfZeBTV6GbTL5kWc/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="380" data-original-width="570" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4kCXlK5AbKvFK5lcv2DRTfTWt29YKm4D07c4PIxUqCKjj9vTCIfO4Sj6RIN31a1OxgVfS94uon-acDgkPpU4PFQUXay7kp6yMdMDzxfr_Dn6FXQ6gbRh5JpaGxnTBfZeBTV6GbTL5kWc/w400-h266/image.png" width="400" /></a></div><br /><br /><p></p>
</div>
</div>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com1tag:blogger.com,1999:blog-2236184451623969544.post-34950319770906236612021-03-18T13:02:00.201-04:002023-02-24T17:32:48.673-05:00CHOIX DE PRÉNOMS...<p></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #38761d; font-family: arial;"><b> Le prénom est un identifiant fort pour une personne, un marqueur qui le rattache normalement à la culture, à la langue de sa famille et de son pays. Ainsi, donner à son nouveau-né un prénom issu d'une culture étrangère est un geste malheureux qui lui donne une identité confuse qu'il trainera pour la vie...</b></span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #38761d; font-family: arial;"><b>Voici quelques notions intéressantes :</b></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoNormal" style="text-align: justify;"><span style="color: #073763; font-family: helvetica;"><span><b>« </b></span><span style="background-color: white; text-align: left;">Dans certaines langues (par exemple en</span><span style="background-color: white; text-align: left;"> </span>vietnamien<span style="background-color: white; text-align: left;">, en</span><span style="background-color: white; text-align: left;"> </span><span style="background-attachment: initial; background-clip: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: left;">chinois</span><span style="background-color: white; text-align: left;"> </span><span style="background-color: white; text-align: left;">ou en</span><span style="background-color: white; text-align: left;"> </span>coréen<span style="background-color: white; text-align: left;">), le nom de famille précède le prénom (simple ou composé). De même, en</span><span style="background-color: white; text-align: left;"> </span><span style="background-attachment: initial; background-clip: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: left;">hongrois</span><span style="background-color: white; text-align: left;"> </span><span style="background-color: white; text-align: left;">ou en</span><span style="background-color: white; text-align: left;"> </span>japonais<span style="background-color: white; text-align: left;"> ; mais, pour éviter les malentendus et pour se conformer aux usages occidentaux, les Hongrois et les Japonais tendent à inverser l'usage traditionnel, lors d'échanges internationaux</span><span style="background-color: white; text-align: left;">.</span></span></p><p style="background-color: white; margin: 0.5em 0px;"><span style="color: #073763; font-family: helvetica;"><span>En France, comme dans beaucoup de sociétés occidentales, le choix du/des prénom(s) donne souvent lieu pour les parents à une intense réflexion. De nombreux livres ont été publiés ces dernières années à ce sujet. On observe des phénomènes de mode. Plus particulièrement en France, de nos jours, après </span><span><b>une vague des prénoms américains</b></span><span> apparus dès les années 1970/1980 et issus des séries télévisées américaines (Anthony, Gregory, Michael/Mickaël ou encore Ste[e]ve), on observe au cours des années 2000 un retour aux prénoms des grands-parents ou aux prénoms courts (<i>Léa</i>, <i>Théo</i>, <i>Jules</i>...).</span></span></p><p style="background-color: white; margin: 0.5em 0px;"><span style="color: #073763; font-family: helvetica;"><span>Cette inspiration donnée par les séries ou les films américains ou autres n'affecte pas tous les pays : parmi </span><span>les plus résistants</span><span> aux influences étrangères, en Europe, la Norvège, l'Islande et la <a href="https://fr.wikipedia.org/wiki/Finlande" style="background: none; text-decoration-line: none;" title="Finlande">Finlande</a> figurent en bonne place, les deux premiers piochant dans un fonds extrêmement fourni, qui doit non seulement à l'énorme répertoire norrois, mais aussi aux influences d'autres peuples germaniques et des Gaëliques, essentiellement irlandais, entre le <abbr class="abbr" style="border-bottom: 0px; cursor: help; text-decoration-line: none; text-decoration-style: initial;" title="9ᵉ siècle"><span class="romain" style="font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal; text-transform: lowercase;">ix</span><sup style="line-height: 1;">e</sup></abbr> et le <abbr class="abbr" style="border-bottom: 0px; cursor: help; text-decoration-line: none; text-decoration-style: initial;" title="14ᵉ siècle"><span class="romain" style="font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal; text-transform: lowercase;">xiv</span><sup style="line-height: 1;">e</sup></abbr> de notre ère. En outre, la conscience de la signification du prénom de son enfant est inégale selon les cultures et les aires linguistiques. On remarque, au moins dans les pays francophones et anglophones, que le choix du prénom tient plus souvent à sa consonance ou à la mode, comme dit plus haut, qu'à son sens : nombreux sont les exemples comme <i>Mélanie</i> — du grec <i>μέλαινα</i> : « noire (de chevelure) » —, porté par une jeune fille blonde, qui aurait tout aussi bien pu se nommer <i>Terry</i> (de Théodoric, prénom masculin signifiant « protecteur de la tribu »)... À l'inverse, un Slave sait que son nouveau-né <i>Володя</i> — Volodya, (ou <i>Volya</i>, <i>Volusya</i>, <abbr class="abbr" style="border-bottom: 0px; cursor: help; text-decoration-line: none; text-decoration-style: initial;" title="et cetera">etc.</abbr>), diminutifs de <i>Володимир</i> (Volodymyr), auquel correspondent le russe <i>Владимир</i> (Vladimir) ou le polonais <i>Waldemar</i> — aura les qualités d'un « prince régnant par la paix », un Caucasien espère bien que son jeune <i>Звияд</i> (Zviad, du géorgien ზვიად) sera à la hauteur de l'« orgueil » que l'on a de l'avoir mis au monde, la toute frêle كنزة (Kenza) sera forcément un « trésor », et le petit Lakhota <i>Mato Sapha</i> <span class="API" title="Alphabet phonétique international"><span class="nowrap" style="white-space: nowrap;">maˈtoˈsapˣa</span></span> souhaite bien avoir l'intelligence et la force de l'« ours noir ».</span></span></p></blockquote><p><span> </span><span> </span><span> </span><span> Source : </span>https://fr.geneawiki.com/index.php?title=Pr%C3%A9noms </p><p class="MsoNormal" style="text-align: center;"><span style="color: #38761d; font-family: arial;"><b>CHOIX DE PRÉNOMS QUÉBÉCOIS ET FRANÇAIS</b></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-size: 14pt; line-height: 107%;">PRÉNOMS MASCULINS<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 12pt; line-height: 107%;">(N = 386)</span></p><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: double windowtext 2.25pt; mso-border-insideh: 2.25pt double windowtext; mso-border-insidev: 2.25pt double windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr>
<td style="border: 2.25pt double windowtext; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Abel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Abélard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Achille<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adam<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adélard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adelphe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adémar<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adhémar<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adjutor<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adolphe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Adrien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aimable<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alban<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Albéric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Albert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alcide<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aldéric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alexandre<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alexis<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alfred<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aloïs<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alphé<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Alphonse<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Amaury<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ambroise<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Amos<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Anastase<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Anatole<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>André<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>André-Marie<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Anicet<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Anselme<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Antoine<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Antonin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Antonio<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Apollinaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arcade<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Archibald<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arian<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aristide<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Armand<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Armel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arnaud<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arnoud<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> Arnoult<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arsène<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Athanase<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arthaud<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arthur<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Arthus<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aubert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aubry<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Audran<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Audric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Auguste<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Augustin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aurèle<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aurélien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Axel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aymard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aymé<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aymeric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Aymon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> Aymond<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> <o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Baptiste<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Barnabé<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Barthélémy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Basile<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Bastien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Baudoin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Benjamin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Benoit<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Béranger<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Bérard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Bernard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Bernardin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Bertrand<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Blaise<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Boniface<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Brice<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Bruno<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> Brunon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Calixte<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Camille / Camil<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Camillien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Candide<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Carl<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Carmin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Carol<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Casimir<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Cassien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Cédric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Célestin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Célien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Césaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>César<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Charlemagne<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Charles<o:p></o:p></b></span></span></p>
</td>
<td style="border-left: none; border: 2.25pt double windowtext; mso-border-left-alt: double windowtext 2.25pt; padding: 0cm 5.4pt; width: 116.85pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Childéric</b></span></span></p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Christian <o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Christophe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Claude<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Claudien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Clermont<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Clotaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Clovis<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Côme<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Constant<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Constantin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Cyprien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Cyril<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Cyrille<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Dagobert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Damase<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Damien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Daniel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>David<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Denis<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Désiré<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Dieudonné<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Didier<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Dominique<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Donat<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Donatien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Dorian<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Edgar<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Edmond<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Édouard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Élie<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Éloi<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Elzéar<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Émeric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Émile<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Emmanuel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Éphrem<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Éric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ernest<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Étienne<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Eubert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Eudes<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Eugène<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Eusèbe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Évariste<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Eustache<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Évrard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fabien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fabrice<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Faustin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Félicien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Félix<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ferdinand<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fernand<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fidèle<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Firmin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Flavien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Florent<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> Florentin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Florestan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Florian<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Floridor<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Francis<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Franck<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>François<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Frédéric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fulbert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fulcran<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Fulgence<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gabin <o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gabriel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gaétan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Garnier<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gaspard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gaston<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gatien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gauthier<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gauvin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gédéon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Geoffroy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Georges<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gérald<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gérard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Géraud<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gerbert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Germain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gervais<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ghislain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gilbert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gildas<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gilles<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Godefroy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gontran<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gonzague<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gratien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Grégoire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Guillaume<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Gustave<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Guy<o:p></o:p></b></span></span></p>
</td>
<td style="border-left: none; border: 2.25pt double windowtext; mso-border-left-alt: double windowtext 2.25pt; padding: 0cm 5.4pt; width: 116.9pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hardouin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Harold<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hector<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hélie<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Henri<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Herbert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hercule<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hervé<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> Hervey<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hilaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hilarion<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hippolyte<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Honoré<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Horace<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hubert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hugo<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hugues<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Hyacinthe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ignace<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Irénée<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Isaac<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Isaïe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Isidore<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ivanhoé<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jacob<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jacquelin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jacques<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Janvier<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jean<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jeannot<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jean-Marie<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jérémy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jérôme<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Joachim<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Job<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jocelyn<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Joël<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jonas<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jonathan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jordi<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Joris<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Joseph<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Joson, Jozon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Josselin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jourdain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Jules<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Julien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Juste<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Justin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Justinien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Juvénal<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Lambert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Lancelot<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Laurent<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Lazare<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Léon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Léonard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Léopold<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Lionel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Loïc<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Lothaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Louis<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Luc<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Lucien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ludger<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ludovic<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Macaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Malo<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Marc<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Marceau<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Marcel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Marcelin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Marin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Mario<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Marius<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Martial<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Martin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Mathias<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Matthieu<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Maurice<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Maxence<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Maxime<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Maximilien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Médard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Médéric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Merlin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Michel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Modeste<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Moïse<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Morgan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Napoléon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Narcisse<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Nathan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Nestor<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Nicolas<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Noé<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Noël<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Normand<o:p></o:p></b></span></span></p>
</td>
<td style="border-left: none; border: 2.25pt double windowtext; mso-border-left-alt: double windowtext 2.25pt; padding: 0cm 5.4pt; width: 116.9pt;" valign="top" width="156">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Octave<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Octavien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Odilon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Odon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Olivier<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Oscar<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ovide<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Pacôme<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Parfait<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Pascal<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Patrice<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Patrick<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Paul<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Paulin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Perceval<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Philibert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Philippe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Pierre<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Prosper<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Quentin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Quercy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Raoul<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Raphaël<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Raymond<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Raynald<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Régis<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Réjean<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Rémi<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> Rémy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Renaud<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>René<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Richard<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Robert<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Roch<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Rodolphe<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Rodrigue<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Roger<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Roland<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Romain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Romuald<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ronald<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ronan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Rosaire<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Samuel<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Samson<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Saturnin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Sébastien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Serge<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Séverin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Silvère<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Siméon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Simon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Stanislas<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Stéfane<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Stéphane<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Sylvain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Tancrède<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Tanguy<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Théophile<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Thibaud<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Thibault<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Thierry<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Thimothée<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Thomas<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Tristan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Uldéric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ulric<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Ulysse<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Urbain<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Valentin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Valère<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Venant<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Victor<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Victorien<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Victorin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Vincent<o:p></o:p></b></span></span></p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Virgil</b></span></span></p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Vital</b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Wilbrod</b></span></span></p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Wilfrid</b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Xavier<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Yannic(k)<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Yvan<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Yves<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Yvon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b> </b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Zacharie<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Zénon<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Zéphir<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Zéphirin<o:p></o:p></b></span></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span lang="FR"><span style="color: #073763; font-family: arial; font-size: x-small;"><b>Zoël</b></span><span face="Arial Rounded MT Bold, sans-serif" style="color: #203864; font-size: 12pt;"><o:p></o:p></span></span></p>
</td>
</tr>
</tbody></table><p align="center" class="MsoNormal" style="text-align: center;">
</p><p class="MsoNormal"><b><span face=""Arial Rounded MT Bold",sans-serif" lang="EN-CA" style="color: #203864; mso-ansi-language: EN-CA; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #203864; mso-style-textfill-fill-colortransforms: lumm=50000; mso-style-textfill-fill-themecolor: accent1; mso-themecolor: accent1; mso-themeshade: 128;"> </span></b></p><div align="center"><span style="color: #741b47;"><span lang="EN-CA" style="mso-ansi-language: EN-CA; text-align: left;"><o:p> </o:p></span><b style="text-align: left;"><span face=""Helvetica",sans-serif" style="font-size: 14pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">PRÉNOMS FÉMININS</span></b><b style="text-align: left;"><span face=""Helvetica",sans-serif" style="font-size: 14pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></span></div><div align="center"><b style="text-align: left;"><span face=""Helvetica",sans-serif" style="font-size: 14pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"><br /> (N = 378)</span></b></div><div align="center"><b style="text-align: left;"><span face=""Helvetica",sans-serif" style="font-size: 14pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"><br /></span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr>
<td style="border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 129.35pt;" valign="top" width="172">
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Adélaïde<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Adèle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Adélaïde</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Adélie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Adéline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Adrienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Agathe<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aglaé<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Agnès<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aimée<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Albanie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Albertine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Alexa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Alexandra<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Alexandrine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Alice<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Alix<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Amandine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Amarante<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ambre<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Amélie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">An(n)abelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anaïs<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anastasie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anatalie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anatolie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anémone<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Andrée<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Angèle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Angéline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Angélique<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anna<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Anne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Annette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Antoinette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Antigone<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Antonia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Antonine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ariane, Arianne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Arièle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Arlène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Arlette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Armance<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Armande<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Arnaude<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Artémise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Astérie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Astride<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Athalie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Athéna<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aude<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Audeline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Audette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Audrey<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Augustine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Auréa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aurélie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aurélienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Aurore<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Axelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Azéline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Babette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Barbara<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Béatrice<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Bénédicte<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Benjamine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Bérangère<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Bérénice<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Bernadette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Bernardine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Berthe<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Bibiane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Blanche<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Blandine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Brigitte<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Camélia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Camille<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Capucine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Carine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Carla<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Carmen<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Carole<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Caroline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Catherine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Cécile<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Cédrica</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Céleste<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Célestine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Céline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Chantale<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Charlotte<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Chloée<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Christelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Christiane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Christine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 129.35pt;" valign="top" width="172">
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Claire<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Claude<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Clara<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Clarisse<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Claudette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Claudia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Claudine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Clémence<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Clémentine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Clio<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Clotilde<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Colette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Colombe<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Constance<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Coralie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Coraline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Corine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Cosette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Dahlia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Dahlila<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Danièle (Danielle)<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Délima</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Delphine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Denise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Désirée<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Diane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Dolorès<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Dominique<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Doriane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Dorine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Doris<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Dorothée<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Édith<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Éléonore<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Éliane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Élisabeth<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Élise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Élodie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Éméline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Elsa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Émilie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Émilienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Emma<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Emmanuelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Esmée<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Esméralda</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Estelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Esther<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Eugénie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Éva<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Évangéline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ève<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Éveline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Fabienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Fabiola<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Fanny<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><span style="color: #38761d; font-family: arial;"><b>Fantine</b></span></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Faustine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Félicie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Fernande<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Flora<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Florence<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Floriane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Florie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Francine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Françoise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Frédérique<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gabrielle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gaétane<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Garance</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Geneviève<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Georgette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Georgine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Géraldine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Germaine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gertrude<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gervaise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gilberte<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gisèle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Gratia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Hélène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Héloïse<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Henriette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Hermeline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Hermione<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Hilda<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Honorine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Hortense<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Huguette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Inès<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Irène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Isabeau<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Isabelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 129.35pt;" valign="top" width="172">
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jacqueline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jacynthe<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jasmine</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jeanine, Jeannine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jeanne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jeannette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jeannie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jocelyne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Joséphine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Josette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Josiane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Jovette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Judith<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Julia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Julie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Juliette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Justine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Laure<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lauriane</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Laurence<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Laurette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lélia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léna<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léona<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léone<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léonie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léonne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Léonore<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lili<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lisette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lison<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lorette<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lorraine</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Louisa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Louise<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Louisette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Louison<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Luce<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lucette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lucie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lucienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lucille<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lucrèce<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ludivine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lydie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Lydia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Madeleine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Madeline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Manon<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marcelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marceline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Margot<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marguerite<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marianne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marielle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mariette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marinette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marion<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mari(y)se<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marlène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Marthe<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Martine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mathilde<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Maude<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mélanie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mélissa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mélodie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mélusine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Michèle, Michelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Micheline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mirabelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mireille<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mona<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Monique<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Morgane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Murielle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Mylène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Myriam<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nadia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nadine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nana<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nanette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="ES" style="color: #38761d; font-family: arial; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nathalie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nicole<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Nina<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ninette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ninon<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Noëlla<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Noëlle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Noémie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Norma<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Normande<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 129.4pt;" valign="top" width="173">
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Océane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Octavie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Odette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Odile<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Olga<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Olive</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Olivette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Olivia</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span lang="EN-CA" style="color: #38761d; font-family: arial; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Oliviane</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ophélie<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Orana</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Orane</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Oriana</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Oriane</span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Orléane</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ozane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Pâquerette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Pascale<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Pascaline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Paule<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Paulette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Pauline<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Pénélope<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Perrette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Perrine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Philippine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Pierrette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Priscille<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rachel<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Raphaëlle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Raymonde<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><span style="color: #38761d; font-family: arial;"><b>Rébecca</b></span></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Régine</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Reine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Reinette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Renée<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rolande<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Romaine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Romy<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosabelle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosalie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosanna<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rose<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosemonde<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Rosine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Roxane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ruth<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sabine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Salomé<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sandrine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sara, Sarah<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sébastienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Ségolène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Séraphine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Séréna<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Séverine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sibyle<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sidonie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Simone<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Solange<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Solène<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sonia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sophie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Stéphanie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Suzanne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Suzette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Suzie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sybile<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sylvaine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sylvette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sylvia<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sylviane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Sylvie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Thelma<o:p></o:p></span></b></p><p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Théodora</span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Thérèse<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Toinette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Valérie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Valentine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Vanessa<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Véronique<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Victoire<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Victorine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Violette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Virginie<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Viviane<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Vivienne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Yolande<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Yseult<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Yvette<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Yvonne<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span style="color: #38761d; font-family: arial; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;">Zéphirine<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><b><span face=""Helvetica",sans-serif" style="mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"><span style="color: #38761d; font-family: arial;">Zoé, Zoée</span><o:p style="font-size: 14pt;"></o:p></span></b></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><b><span face=""Helvetica",sans-serif" style="font-size: 14pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> Il existe de nombreuses autres sources de prénoms, celles-ci par exemple :</span></b></p><span style="font-family: times;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><span style="font-family: times;"><a href="https://fr.wikipedia.org/wiki/Liste_de_pr%C3%A9noms_en_fran%C3%A7ais">https://fr.wikipedia.org/wiki/Liste_de_pr%C3%A9noms_en_fran%C3%A7ais</a></span></blockquote></span><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><span style="font-family: times;"><p style="text-align: left;"><a href="https://www.journaldesfemmes.fr/prenoms/classement/prenoms/prenom-francais-garcon">https://www.journaldesfemmes.fr/prenoms/classement/prenoms/prenom-francais-garcon</a> </p></span></blockquote><span style="font-family: times;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;">https://www.gard.gouv.fr/content/download/8116/45254/file/Liste%20des%20pr%C3%A9noms%20fran%C3%A7ais.pdf </blockquote></span><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1J2mv537KVL-fE0TF8MdF3czRbf8x22WFo3CXeo3M68q8C2lY-sexvVjKMmbrPi3HP9WeD1luL_EF-Ac7W_slFzRzygVuH4O5zpE8Tvc40pSTtRvIflbUacscmMubss0DjcQrBGFGm6M/s406/Drapeaux-France-et-Qu%25C3%25A9bec-2019-photo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="406" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1J2mv537KVL-fE0TF8MdF3czRbf8x22WFo3CXeo3M68q8C2lY-sexvVjKMmbrPi3HP9WeD1luL_EF-Ac7W_slFzRzygVuH4O5zpE8Tvc40pSTtRvIflbUacscmMubss0DjcQrBGFGm6M/s320/Drapeaux-France-et-Qu%25C3%25A9bec-2019-photo.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">-o-o-o-o-o-o-o-</div><br />Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-87214003757683671782021-01-27T14:14:00.030-05:002021-06-12T23:08:50.720-04:00L'AVENTURE DU MAÇON DE GRENADE<p style="text-align: center;"><span style="color: #990000;"> <span style="text-align: center;"><span lang="FR" style="font-family: Cambria, serif; font-size: 14pt; letter-spacing: -0.05pt;"><b>L'AVENTURE
DU MAÇON DE GRENADE</b></span></span></span></p>
<p class="MsoNormal" style="line-height: 11.9pt; margin-top: 12pt; text-align: center; vertical-align: baseline;"><span lang="FR" style="letter-spacing: -0.05pt;"><span style="font-family: georgia;"><b>Washington
Irving</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US"><span style="font-family: georgia;">-----------<o:p></o:p></span></span></p>
<div style="border-bottom: solid windowtext 1.0pt; border: none; margin-left: 21.3pt; margin-right: 0cm; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1pt;">
<p class="MsoNormal" style="border: none; padding: 0cm; text-align: justify;"><span lang="EN-US"><span style="font-family: georgia;"><span> </span>Certains livres
vieillissent; d'autres conservent leur fraîcheur intacte à travers le temps.
C'est le cas des CONTES DE L'ALHAMBRA, écrits par Washington Irving, diplomate,
historien et voyageur américain, qui vécut quelque temps dans l'Alhambra même.
L'oeuvre, éditée pour la première fois en 1832, fut aussitôt traduite en
plusieurs langues et attira à Grenade des pélerins de toutes les latitudes.
Nous y découvrons une perspective, une couleur et une ambiance romantiques,
ainsi que de subtiles impressions prises sur le vif, pleines de nuances,
d'esprit et d'émotion. Nous y trouvons d'une part les légendes et les
traditions locales qui gardent leur charme d'hier, et d'autre part le tableau
sobrement réaliste de l'Alhambra du siècle dernier si vivant, si réel: hommes
et femmes du peuple, soldats invalides, mendiants. Et peut-être ces pages
sont-elles les plus riches de suggestion.<o:p></o:p></span></span></p>
</div>
<p class="MsoNormal" style="text-align: center;"><span style="color: #2b00fe; font-family: georgia;"><span lang="EN-US"><o:p> </o:p></span>Souvenir d’une mémorable visite à l’Alhambra en
compagnie <br />de ma première épouse Michelle, le 5 mai 2006. Le livre a été acheté sur place.</span></p>
<p class="MsoNormal" style="text-align: center;"><span style="mso-ansi-language: FR-CA;"><o:p><span style="font-family: georgia;"> </span></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: georgia;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPSj2TfHarW0isw3fKo7UqSEfk1gj4rWN0gFs8hmcj1QjzrAFNAh-T3AfjmFZChMmAiK9KfKBNokG8YVcWixBt4aCXzNq5i8I-Ej_HuAU6XPPMURkb-6eO6E0xfXWmYaHB3fSAlVNwlQM/s691/Demel+-+Vienne_000005.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="691" data-original-width="461" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPSj2TfHarW0isw3fKo7UqSEfk1gj4rWN0gFs8hmcj1QjzrAFNAh-T3AfjmFZChMmAiK9KfKBNokG8YVcWixBt4aCXzNq5i8I-Ej_HuAU6XPPMURkb-6eO6E0xfXWmYaHB3fSAlVNwlQM/s320/Demel+-+Vienne_000005.jpg" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqLKDnom1-tHvpF4lLeQpqAH0m5BvldbqASsV_cTZHtTII5_TUwyiGqJsjwGAKlXXE_6nP7aQqj7l32cciFlx15tma145tHiRLhoxE8YdUIz95a0dGtXGuTpi7jxUMIhERWm6KRJRYvxw/s2048/Washington_Irving%252C_Esq_%2528NYPL_b13512827-421967%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1509" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqLKDnom1-tHvpF4lLeQpqAH0m5BvldbqASsV_cTZHtTII5_TUwyiGqJsjwGAKlXXE_6nP7aQqj7l32cciFlx15tma145tHiRLhoxE8YdUIz95a0dGtXGuTpi7jxUMIhERWm6KRJRYvxw/s320/Washington_Irving%252C_Esq_%2528NYPL_b13512827-421967%2529.jpg" /></a><br /><br /></span></div><span style="font-family: georgia;"><br /></span><p></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;"><span> </span>Il y avait un jour à Grenade un pauvre maçon, ou
briqueteur, qui observait toutes les fêtes des saints, jusques et y compris
Saint Lundi; et pourtant, malgré toute sa dévotion, il devenait chaque jour
plus pauvre et pouvait à peine acheter du pain pour sa nombreuse famille. Une
nuit, il fut tiré de son premier sommeil par un coup frappé à sa porte. Il
ouvrit et aperçut devant lui un long prêtre décharné, de mine cadavérique.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Ecoute, mon brave, lui dit l'inconnu; j'ai
remarqué que tu es un bon chrétien, à qui on peut se fier; veux-tu entreprendre
un travail pour moi cette nuit même?<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span style="color: #0c343d; font-family: georgia;"><span lang="FR">—De tout coeur, </span><i><span lang="FR" style="mso-bidi-font-family: "Arial Narrow";">se</span></i><i><span lang="FR" style="mso-bidi-font-family: Arial;">ñ</span></i><i><span lang="FR" style="mso-bidi-font-family: "Arial Narrow";">or</span></i><i><span style="mso-ansi-language: FR-CA; mso-fareast-language: EN-US;"> padre,</span><span lang="FR"> à </span></i><span lang="FR">condition toutefois que je sois payé en
conséquence.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Tu le seras; mais il faudra que tu te laisses
bander les yeux.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;"><span> </span>Le maçon ne s'y opposa pas. Il fut donc conduit,
les yeux bandés, par des sentiers raboteux et des passages tortueux, jusqu'à la
porte d'une maison. Le prêtre y appliqua la clé, qui fit grincer la serrure, et
ouvrit un battant qui parut très massif au maçon. Ils entrèrent, la porte fut
fermée et verrouillée et notre homme fut mené par un couloir sonore et une
salle spacieuse à l'intérieur de la maison. Là, le bandage ôté, il se trouva
dans un patio faiblement éclairé par une seule lampe.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;"><span> </span>Au centre, on voyait le bassin à sec d'une
vieille fontaine mauresque, sous laquelle le prêtre lui demanda de bâtir une
petite voûte avec les briques et le ciment qui étaient préparés à son
intention. Il travailla toute la nuit, mais ne put achever son oeuvre. Peu
avant l'aube, le prêtre lui mit une pièce d'or dans la main et l'ayant de
nouveau bandé, le reconduisit à sa demeure.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Consens-tu à revenir achever ton travail? lui
demanda-t-il.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Volontiers, señor padre, à condition que je sois
aussi bien payé.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Eh bien, demain à minuit je t'appellerai de
nouveau. C'est ce qu'il fit et la voûte fut achevée.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Maintenant, lui dit le prêtre, il faut que tu
m'aides à transporter les corps que je dois ensevelir dans cette voûte.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;"><span> </span></span></span><span style="color: #0c343d; font-family: georgia;">À ces mots, notre pauvre maçon sentit ses cheveux
se hérisser sur sa tête: il suivit le prêtre, d'un pas chancelant, dans une
pièce écartée de la maison, s'attendant à un affreux spectacle; mais quel ne
fut pas son soulagement lorsqu'il aperçut, à la place, trois ou quatre jarres
imposantes dans un coin. Elles étaient manifestement bourrées d'argent et c'est
à grand-peine que le prêtre et lui purent les pousser et les loger dans leur
tombe. La voûte fut fermée alors et toutes traces d'ouvrage effacées. Le maçon
eut de nouveau les yeux bandés et fut reconduit par un chemin différent de
celui qu'ils avaient pris. Après avoir longtemps erré dans un inextricable
entrelacs de ruelles et de sentiers, ils s'arrêtèrent. Le prêtre lui mit deux
pièces d'or dans la main et lui dit: «Reste ici jusqu'au moment où tu entendras
les matines sonner à la cathédrale. Si tu oses te découvrir les yeux avant, un
malheur t'attend.» Et sur ces mots, il le quitta. Le maçon attendit fidèlement;
il trompa le temps en soupesant le deux pièces et en les faisant tinter l'une
contre l'autre. Lorsque la cloche du matin fit retentir son premier carillon,
il découvrit ses yeux et vit qu'il était sur les bords du Génil; il se hâta de
rentrer chez lui et, sur le salaire de ses deux nuits de travail, fit bombance
avec sa famille pendant une bonne quinzaine—après quoi, il se retrouva pauvre
comme devant.</span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">106 <o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;"><span> </span>Il continua à vivre comme naguère, travaillant
peu, priant beaucoup, observant dimanches et fêtes de saints, année après
année, tant et si bien que sa famille devint aussi famélique et déguenillée
qu'une tribu de gitans. Un soir, comme il était assis à la porte de sa masure,
il fut accosté par un vieillard aussi riche que pingre, que l'on savait
possesseur de plusieurs immeubles et propriétaire exigeant. Le bourgeois
observa notre homme dessous ses sourcils broussailleux et inquisiteurs.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">On me dit, mon ami, que tu es bien pauvre. —Pas
moyen de le nier, sefior, cela saute aux yeux.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Je présume donc que tu serais heureux d'avoir du
travail et que tu le ferais pour pas cher.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">Pour moins cher, señor, que n'importe quel maçon
de Grenade.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—C'est ce qu'il me faut. J'ai une vieille maison
qui tombe en ruines et qui me coûte plus d'argent qu'elle ne vaut pour la
réparer, car personne ne veut y vivre; c'est pourquoi je dois m'arranger pour
la retaper au plus bas prix possible.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">Le maçon fut donc conduit à une grande maison
abandonnée qui semblait sur le point de crouler. Il passa par diverses salles
vides et entra dans une cour où son regard fut aussitôt arrêté par une vieille
fontaine mauresque. Il s'arrêta un moment car le souvenir de ce lieu lui
revenait comme un rêve.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—S'il vous plait, fit-il, qui donc occupait cette
maison? —Peste soit de lui! s'écria le propriétaire. C'était un vieux prêtre
avare qui ne se préoccupait que de lui. On le disait immensément riche, et,
comme il n'avait pas de parents, on pensait qu'il laisserait tous ses trésors à
l'Église. Il est mort subitement et les curés et les moines sont venus en foule
pour prendre possession de ses richesses; mais ils n'ont trouvé que quelques
ducats au fond d'une bourse de cuir. Le plus mauvais lot m'était réservé, car
depuis sa mort, le vieux grigou continue à occuper ma maison sans me payer de
loyer et il n'y a pas moyen de faire un procès à un mort. Les gens prétendent
qu'ils entendent toute la nuit le tintement de l'or dans la chambre où il
dormait, comme s'il recomptait son argent, et parfois des plaintes et des
gémissements dans la cour. Vraies ou fausses, ces histoires portent préjudice à
ma maison et personne ne veut y mettre les pieds.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;">—Ne m'en dites pas plus, répondit le maçon avec
un accent plein de fermeté; laissez-moi vivre dans votre maison sans payer,
jusqu'à ce que vous trouviez un meilleur locataire et je m'engage à la réparer
et à apaiser l'âme en peine qui la trouble. Je suis pauvre et bon chrétien et
le Diable en personne ne me ferait pas peur, quand bien même il m'apparaîtrait
sous la forme d'un gros sac d'argent.<o:p></o:p></span></span></p>
<p class="Style1" style="text-align: justify;"><span lang="FR"><span style="color: #0c343d; font-family: georgia;"><span> </span>La proposition du brave maçon fut acceptée
volontiers; il s'installa avec sa famille dans la maison et remplit tous ses
engagements. Peu à peu, l'immeuble fut restauré et si l'argent y tinta, ce ne
fut plus la nuit dans la chambre du prêtre défunt, mais le jour dans la poche
du maçon vivant. En un mot, il fit rapidement fortune, à la stupéfaction de
tous ses voisins, et devint un des hommes les plus riches de Grenade. Il fit
des dons importants à l'église, sans doute pour apaiser sa conscience, et ne
révéla le secret de la voûte que sur son lit de mort, à son fils et héritier.</span></span><span style="text-align: center; text-indent: 0cm;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL7qSQONQW3M1QQvfSWmwmAO420SwyuL8l3lOWb-tjKumHWObDzk5N4FG1RjGs4hAvCakAgXvE6cRDPehw0_VDfgwVmDqVYttQAfxW1iYdaOCTdp-aPxfapZJrqGHWZAWidzV-IKKJ1DE/s1600/C3212.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL7qSQONQW3M1QQvfSWmwmAO420SwyuL8l3lOWb-tjKumHWObDzk5N4FG1RjGs4hAvCakAgXvE6cRDPehw0_VDfgwVmDqVYttQAfxW1iYdaOCTdp-aPxfapZJrqGHWZAWidzV-IKKJ1DE/w400-h300/C3212.JPG" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpBpmRToyx5AyaMNT7cgNlYueG3z7TFi0xvyJt0yYIOfngmRDs8mcaMSXbmOTQZ5J-UjkcorgbmEKgEcE8-z5bibtdEnpx8KQ4q_RUNArAd3-nq2ohggWQcK6TK_by9klFu-w5DoYvaik/s1600/C3200+20060502+La+Alhambra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpBpmRToyx5AyaMNT7cgNlYueG3z7TFi0xvyJt0yYIOfngmRDs8mcaMSXbmOTQZ5J-UjkcorgbmEKgEcE8-z5bibtdEnpx8KQ4q_RUNArAd3-nq2ohggWQcK6TK_by9klFu-w5DoYvaik/w640-h480/C3200+20060502+La+Alhambra.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyXYrCHikXReNfWEr95nNG359_PbbTPkPEEAxS_Y7cNd_vaU4yx5FhXnf5FGUcP8dF2LL5oD6_SVAuGAxvF_R2ocrj53zhzkZjGGV-j-2VMdRJSbwcljpTKW2vuIoGUTEtvFgFYERCGf0/s1064/C3205+Alhambra+b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1064" data-original-width="798" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyXYrCHikXReNfWEr95nNG359_PbbTPkPEEAxS_Y7cNd_vaU4yx5FhXnf5FGUcP8dF2LL5oD6_SVAuGAxvF_R2ocrj53zhzkZjGGV-j-2VMdRJSbwcljpTKW2vuIoGUTEtvFgFYERCGf0/w300-h400/C3205+Alhambra+b.jpg" width="300" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">- o - o - o -</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhj1eh2nKV2DJ-R35e9UiH-Z7G8lkuZPy7AgNOFJ3zi0sXIkN8NVdI2v42yJyS9INh8l9AHZIAajXSVWSWz4j22CojUX7KhWpqa7U3zFpUrFwPOvoVB_8SXgG91EIqb238Zbu8jHhqSSM/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="518" data-original-width="518" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhj1eh2nKV2DJ-R35e9UiH-Z7G8lkuZPy7AgNOFJ3zi0sXIkN8NVdI2v42yJyS9INh8l9AHZIAajXSVWSWz4j22CojUX7KhWpqa7U3zFpUrFwPOvoVB_8SXgG91EIqb238Zbu8jHhqSSM/" width="240" /></a></div><br /><br /></div><br /><p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-85568399394681772362021-01-24T14:44:00.015-05:002021-01-28T23:52:22.754-05:00AU-DELÀ DES BELLES PAROLES...<h2 style="text-align: center;"><b style="text-indent: 0cm;"><span style="color: #45818e;">Texte envoyé au quotidien <i>Le Devoir</i> et non publié</span></b></h2><p class="Style1" style="text-indent: 0cm;"></p><div style="text-align: center;"><b style="text-indent: 0cm;"><span style="color: #385623; mso-themecolor: accent6; mso-themeshade: 128;">Page
« Idées »</span></b></div><div style="text-align: center;"><span style="text-indent: 0cm;">Montréal</span></div><o:p></o:p><p></p>
<p class="Style1" style="text-indent: 0cm;"><span style="color: #017c0b; font-family: Arial Rounded MT;"> La </span><span style="color: #017c0b; font-family: "Arial Rounded MT"; text-indent: 0cm;"><i>rectitude
politique</i> qui empêche de dire les choses comme elles sont a sans doute agi contre sa publication, car c'est trop simple et clair... </span></p><p class="Style1" style="text-indent: 0cm;"><b><span style="color: #c45911; mso-themecolor: accent2; mso-themeshade: 191;">Sujet :</span></b><span style="color: #c45911; mso-themecolor: accent2; mso-themeshade: 191;"> </span><b>Texte
de Gérard Bouchard du 26 novembre.</b></p>
<h2 style="text-align: center;"><b><span style="font-size: 16pt;"><span style="color: #660000; font-family: helvetica;">Au-delà des belles paroles…</span></span></b></h2>
<p class="MsoNormal" style="text-align: justify;"><span style="color: black; mso-themecolor: text1;"><o:p> </o:p></span><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Dans son
texte du 26 novembre 2020 dans </span><i style="font-family: georgia;">Le Devoir,</i><span style="font-family: georgia;"> sur le déplorable état de notre
langue au Québec, « </span><a href="https://www.ledevoir.com/opinion/idees/590444/point-de-vue-le-francais-a-besoin-d-un-redressement-radical" style="font-family: georgia;">Le français a besoin d’un redressement radical</a><span style="font-family: georgia;"> », monsieur Gérard Bouchard écrit ceci qui est très juste :
« </span><i style="font-family: georgia;">Sur le plan civique, une langue commune permet d’unir la diversité,
d’établir un rapprochement entre les cultures, de permettre à chaque citoyen de
s’intégrer pleinement, de jouir de tous ses droits et de participer à la vie
démocratique. Au Québec, cette langue ne peut pas être autre chose que le
français.</i><span style="font-family: georgia;"> » Certes « </span><i style="font-family: georgia;">Le français a besoin d’un redressement
radical</i><span style="font-family: georgia;"> » !</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><o:p><span style="font-family: georgia;"> </span></o:p><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Mais, s’il
est louable de l’affirmer, il est beaucoup plus important de préciser les
mesures </span><b style="font-family: georgia;">essentielles</b><span style="font-family: georgia;"> permettant d’en faire une réalité. Ce qui n’est pas
le cas actuellement dans ce qu’on lit et entend…</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Or,
l'irresponsabilité et l’incurie de pratiquement tous les gouvernements
successifs depuis 1977 ont permis à l'État québécois de pratiquer un bilinguisme
</span><b style="font-family: georgia;">intégral, illégal et dévastateur</b><span style="font-family: georgia;"> dans presque tous ses services. Ainsi, </span><b style="font-family: georgia;">le
message très clair</b><span style="font-family: georgia;"> envoyé à tous et particulièrement </span><b style="font-family: georgia;">aux immigrants</b><span style="font-family: georgia;">
<b>est qu'il n'est pas nécessaire de connaitre et parler le français au Québec</b>.</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="font-family: georgia;"> </span><span style="font-family: georgia;">On a vu
clairement le résultat désastreux s’amplifier au cours des décennies,
particulièrement dans la région métropolitaine, comme de nombreuses
statistiques récentes le démontrent. La grande majorité des quelque 50 000
immigrants arrivés </span><b style="font-family: georgia;">chaque année</b><span style="font-family: georgia;"> au Québec depuis des dizaines d'années
sont allés spontanément et </span><b style="font-family: georgia;">massivement</b><span style="font-family: georgia;"> du côté de la minorité d'origine
britannique qui représente moins de 7% de la population selon les statistiques
fédérales, et leurs enfants ont fait gonfler les cégeps et universités
anglophones.</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><span style="font-family: georgia;"> C'est ainsi que la population étudiante des cégeps et
des 3 universités anglophones a grandi hors de proportion et qu'il y a maintenant plus de francophones d'origine au cégep Dawson que de véritables anglophones. Ces universités
reçoivent actuellement environ 28% des subventions de fonctionnement de l'État
québécois, ce qui représente </span><b style="font-family: georgia;">environ 4 fois</b><span style="font-family: georgia;"> ce qu'elles devraient recevoir en toute équité par rapport aux francophones du Québec.
Pire, on apprenait récemment que notre</span><span style="font-family: georgia;"> gouvernement prévoit investir environ <b>750 millions de dollars</b> pour agrandir Dawson, agrandir l'Université McGill, et donc accélérer un phénomène déjà présent d'anglicisation des étudiants » ! </span><b style="font-family: georgia;">Et qu'il céderait</b><span style="font-family: georgia;"> le site de l'ancien hôpital Royal Victoria à
l'université McGill ! Ce qui est une pure aberration dans les circonstances
actuelles. Le goût du suicide serait-il viral comme le covid-19 !</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><o:p><span style="font-family: georgia;"> </span></o:p><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Or, il
s'impose que le Québec </span><b style="font-family: georgia;">soit aussi francophone</b><span style="font-family: georgia;"> que l'Ontario ou la
Colombie Britannique sont anglophones. C'est cela qu'il faut réaliser
simplement et pacifiquement car toutes les autres approches sont </span><b style="font-family: georgia;">de funestes
illusions</b><span style="font-family: georgia;"> enveloppées de verbiage stérile. </span><b style="font-family: georgia;"><span style="color: #45818e;">C'est une question de vie ou
de mort culturelle</span></b><span style="font-family: georgia;"><span style="color: #45818e;">.</span> Ce n'est certainement pas en engageant une cinquantaine
de nouveaux inspecteurs de l'</span><i style="font-family: georgia;">Office</i><span style="font-family: georgia;"> </span><i style="font-family: georgia;">de la Langue française</i><span style="font-family: georgia;">, comme
le gouvernement viendrait de le faire, que le Québec pourra fonctionner normalement
en français...</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><o:p><span style="font-family: georgia;"> </span></o:p><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Comme on
peut le lire dans la conclusion de l’article récent de Frédéric Lacroix dans L’</span><i style="font-family: georgia;">Action
Nationale</i><span style="font-family: georgia;"> : « </span><i style="font-family: georgia;">Si nous choisissons collectivement de continuer à
nous fermer les yeux et à ne pas agir, l'anglais va s'établir, probablement
définitivement, comme langue commune à Montréal.»</i></p>
<p class="MsoListParagraph" style="text-align: justify;"><o:p><span style="font-family: georgia;"> </span></o:p><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Il n'y a
vraiment qu'<b>un seul moyen efficace</b> dans l’immédiat pour que le Québec soit un
territoire et un État francophones qu'on respecte dans l’avenir, considérant
que le français est la seule langue officielle et que la réalité le nie. Il s’agit
essentiellement d’appliquer la charte de la Langue française <b>comme elle doit
l’être.</b> Cela se traduit par la proposition suivante qui est une solution
équitable et logique qu’il faut avoir le courage élémentaire d’appliquer:</span></p>
<p class="MsoListParagraph" style="text-align: justify;"></p><ul><li><span style="color: #45818e; font-family: helvetica;"><span style="text-indent: -18pt;">La </span><i style="text-indent: -18pt;">Charte de la Langue française</i><span style="text-indent: -18pt;"> s’exercera
dorénavant comme elle doit l'être et l'État québécois communiquera
exclusivement en français avec </span><b style="text-indent: -18pt;">tous</b><span style="text-indent: -18pt;"> les citoyens, </span><b style="text-indent: -18pt;">tous</b><span style="text-indent: -18pt;"> les
organismes et </span><b style="text-indent: -18pt;">toutes</b><span style="text-indent: -18pt;"> les entreprises du Québec dans </span><b style="text-indent: -18pt;">tous</b><span style="text-indent: -18pt;"> les
domaines. Cela implique que tous les formulaires soient rédigés en français
pour le territoire québécois.</span></span></li></ul><p></p>
<p class="MsoListParagraph" style="text-align: justify;"><o:p><span style="font-family: georgia;"> </span></o:p><span style="font-family: georgia;"> </span><span style="font-family: georgia;">Considérant
que le Québec n’a jamais signé la constitution imposée par le Canada, il n’a
donc pas à la considérer, ni les jugements de cour qui ne doivent donc pas être reconnus, ce qui est une grave erreur. Éventuellement, sur une base de
respect mutuel, le Québec et le Canada pourront signer <b>des accords de
réciprocité </b>dans divers domaines, dont l'éducation pour les groupes
minoritaires, respectivement anglophones et francophones.</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><o:p><span style="font-family: georgia;"> </span></o:p><span style="font-family: georgia;"> </span><span style="font-family: georgia;">En ce qui
concerne le financement de ces minorités dans le <b>respect mutuel</b> de nos deux
nations, dans un esprit de réciprocité profondément respectueuse, on pourra
appliquer la règle suivante à partir d’une période maximale de deux années,
laquelle nos fonctionnaires pourront facilement et rapidement appliquer avec
les puissants moyens informatiques dont ils disposent.</span></p>
<p class="MsoListParagraph" style="text-align: justify;"></p><ul><li><span style="color: #45818e;"><span style="font-family: helvetica;"><span style="text-indent: -18pt;">Dorénavant, le Québec financera les institutions
d'enseignement de la minorité de langue anglaise dont <b>les
arrière-grands-parents</b> étaient anglophones ou issus de pays anglophones
dans la même proportion moyenne que le Canada anglais (excluant le
Nouveau-Brunswick) financera les institutions d'enseignement de la minorité de
langue française dont <b>les arrière-grands-parents</b> étaient francophones ou
issus de pays francophones.</span><span style="text-indent: -18pt;"> </span></span><span style="font-family: georgia; text-indent: -18pt;"> </span><span style="font-family: georgia; text-indent: -18pt;"> </span></span></li></ul><p></p><div style="margin-left: 50.2pt; text-align: justify; text-indent: -18pt;"><span style="font-family: georgia;">À défaut de réaliser cette dernière, on
appliquera l’approche suivante :</span></div>
<p class="MsoListParagraph" style="text-align: justify;"></p><ul><li><span style="text-align: left;"><span style="color: #45818e; font-family: helvetica;">Dorénavant, le Québec financera les institutions d'enseignement de la minorité de langue anglaise dans la même proportion moyenne que le Canada anglais (excluant le Nouveau-Brunswick) finance les institutions d'enseignement de la minorité francophone.</span></span></li></ul><p></p><p class="MsoListParagraph" style="text-align: justify;"><span style="font-family: georgia;"> Dans un
esprit de saine réciprocité entre le Québec et le Canada, il me semble donc
impératif de </span><a name="_Hlk56349028" style="font-family: georgia;">mettre en œuvre une de ces dernières
propositions.</a></p>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p class="MsoListParagraph" style="text-align: justify;"><b style="text-align: left;"><span face=""Trebuchet MS",sans-serif" style="color: #0c015b; font-size: 10pt; mso-bidi-font-size: 12.0pt;"><a href="https://app.box.com/s/t56w928k66f05vgxzb15jkib6clcfgca">Jean-Luc
Dion</a></span></b></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div style="text-align: left;"><span style="color: #45818e;"><span face=""Trebuchet MS",sans-serif" style="font-size: 8pt;">Ingénieur
et professeur retraité<br /></span><span face=""Trebuchet MS",sans-serif" style="font-size: 8pt; mso-bidi-font-size: 12.0pt;">
Département de Génie électrique et Génie informatique<br /></span><span face=""Trebuchet MS",sans-serif" style="font-size: 8pt; mso-bidi-font-size: 12.0pt;">
Université du Québec à Trois-Rivières</span></span></div></blockquote><p class="MsoNormal" style="text-align: center;"><span face=""Trebuchet MS",sans-serif" style="color: #0c015b; font-size: 8pt; mso-bidi-font-size: 12.0pt;">- o - o - o -<o:p></o:p></span></p><p class="MsoNormal" style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAoj55DiLWD_yECOIAJ8UbqkJE8vk-rcbRHSqB8AjpfhBL7veCodpEUjK_4MsNWiiJMRnwMYEnadBRv5Kk5qojwZWqjuCtaFCNupLy8IxsSFBQIqXfnGb2PVwLHmBIxyyd_k6x1_7-TNI/s100/3+Drapeau+du+Qu%25C3%25A9bec.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="100" data-original-width="90" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAoj55DiLWD_yECOIAJ8UbqkJE8vk-rcbRHSqB8AjpfhBL7veCodpEUjK_4MsNWiiJMRnwMYEnadBRv5Kk5qojwZWqjuCtaFCNupLy8IxsSFBQIqXfnGb2PVwLHmBIxyyd_k6x1_7-TNI/w130-h144/3+Drapeau+du+Qu%25C3%25A9bec.gif" width="130" /></a></div><br /><span face=""Trebuchet MS",sans-serif" style="color: #0c015b; font-size: 8pt; mso-bidi-font-size: 12.0pt;"><br /></span><p></p><p class="MsoListParagraph"><o:p></o:p></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-91964815259657694772020-12-31T15:07:00.003-05:002021-01-10T22:06:47.353-05:00 LE FRANÇAIS INVISIBLE<p style="text-align: center;"><b style="color: #800180; font-family: georgia; font-size: 18.6667px; letter-spacing: 2.66667px;">Ou comment un peuple disparait</b></p><p style="text-align: center;"><span style="color: #800180; font-family: georgia;"><span style="font-size: 18.6667px; letter-spacing: 2.66667px;"><b>quand il n'a pas d'État</b></span></span></p>
<p align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 25.3pt; margin-top: 0cm; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 25.3pt; margin-top: 0cm; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><b style="mso-bidi-font-weight: normal;">La Presse,
Montréal, 13 juin 2004<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 25.3pt; margin-top: 0cm; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><span style="font-family: "Arial",sans-serif; font-size: 11.0pt;"><o:p> </o:p></span></p>
<p align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 25.3pt; margin-top: 0cm; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><span style="font-family: georgia;"><span style="color: #800180;">Pierre
Falardeau a déjà menacé : <br />« Si
on ne fait pas l’indépendance, le Québec sera comme un gros Sudbury. »
<br />Au moment où la question du bilinguisme revient dans l’actualité <br />à la faveur de
la campagne électorale (fédérale), <br />La Presse est allée voir comment vivent les
francophones de cette ville ontarienne, <br />où 35% des gens parlent encore
français. <br /><b>Mais un français silencieux et <i>souterrain</i></b> <br />qui disparait à près de 50% par génération...</span><o:p></o:p></span></p><div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 25.3pt; margin-top: 0cm; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><span style="font-family: georgia;"><span style="color: #800180;"><br /></span></span></div><div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 25.3pt; margin-top: 0cm; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><span style="font-family: georgia;"><span style="color: #800180;"><b>C'est indiscutablement ce qui nous attend <br />au Québec sans l'indépendance.</b></span></span></div>
<p class="MsoNormal" style="text-align: center;"><span style="font-size: 13.0pt;"><o:p> -o-o-o-</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">À la caisse populaire Saint-Jean-de-Brébeuf de Sudbury,
les instructions s'illuminent en français à l'écran du guichet automatique.
Autant dire en chinois pour le premier client de la file, incapable de réaliser
sa transaction sans appeler un ami à la rescousse.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Le jeune homme s'appelle Legault. Mais, comme plusieurs
des 500 000 Franco-Ontariens, son nom de famille ne veut plus rien dire. C'est
désormais son prénom, Jason, qui révèle la langue qu'il parle. « Mes deux
parents sont francophones, mais moi, je n'ai jamais appris le français »,
explique le jeune résidant de Sudbury.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Dans sa grise ville minière, environ 35% de la
population continue de parler français. Mais elle parle un français invisible.
Un français silencieux, qu'on entend à peine dans les allées de l'épicerie. « À
la caisse, il faut chercher la petite étiquette pour vérifier si la caissière
s'appelle Shirley ou Josette. Mais des fois, tu ne veux pas te casser la tête.
Tu veux juste acheter ton steak haché et t'en aller. Pour les gens d'ici, le
français est une langue qui ne se parle pas fort, sauf en privé »,
explique Louis-Pierre Pichette, qui étudie l'histoire à l'Université Laurentienne.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><span style="mso-spacerun: yes;"> </span>« Ici, tu peux
passer des années à bavarder avec quelqu'un en anglais avant d'apprendre qu'il
est aussi francophone », renchérit le professeur de droit Henri Pallard, un
francophone de la Colombie-Britannique qui enseigne à Sudbury depuis 20 ans.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Non loin de son bureau, à la bibliothèque, les
journaux en français s'empilent sans être lus, même si 22 % des 4000 étudiants
sont officiellement francophones. En ville, la librairie Chapters refuse de vendre
des livres en français, sauf des dictionnaires. « Mais ils les classent dans la
section Langues étrangères. C'est super-insultant! » s'indigne Louis-Pierre
Pichette.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">À la cafétéria de l'université, l'anglais domine
presque autant. « Même si on est une douzaine de francophones à la même
table, dès qu'un anglo arrive, on <i>switch </i>à l'anglais parce que, sinon,
lui, il ne comprend pas et on <i>feel </i>mal. On se sent impolis, je sais
pas... » justifie l'étudiant en sciences informatiques Patrick Brazeau.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">À deux pas; la Franco-Albertaine Anne Lévesque confie
avoir encore du mal à s'habituer: « L'autre jour, ma coiffeuse a lancé: <i>Hey,
you are a francophone! l am too! </i>Puis elle a continué de converser en anglais... »</span><span style="font-size: 11pt;"><o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="color: #cc0000; font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none;"><b><span style="font-size: 11.0pt;"><span style="color: #cc0000;">PAS FRANCOPHONES: BILINGUES</span><o:p></o:p></span></b></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none;"><b><span style="font-size: 11.0pt;"><br /></span></b></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">En Ontario, les jeunes francophones n'ont pas envie de
s'afficher comme tels, analyse le porte-parole de l'Université Laurentienne,
Paul de la Riva. «Nos étudiants préfèrent dire: Je suis bilingue. Pour eux, le
français est associé, à tout ce qui est <i>plate: </i>l'école, l'église, la
discipline familiale... L'anglais, c'est <i>cool; </i>c'est la télé, le <i>fun,
</i>les loisirs... »<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Il y a quelques décennies, le grand-père maternel du
professeur Gaétan Gervais transformait déjà son nom de Sauvage à Savage, pour
pouvoir se prétendre écossais. « Les gens s'inventent souvent des
généalogies; C'est plus prestigieux que d'être Canadien français », explique
l'historien.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">A l'école secondaire McDonald-Cartier, des centaines
d'élèves continuent néanmoins de peiner sur les conjugaisons françaises. « C'est
plus facile <i>de pogner </i>une job avec » laisse tomber une adolescente.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Dans les commerces, c'est une autre histoire. Il y a
quelque temps, un ami du professeur Gervais a dû retirer une affiche bilingue
de sa quincaillerie. « Les commerçants perçoivent les francophones comme
n'importe quel groupe ethnique. Ils se disent: Si j’affiche en français, il
faudra que je le fasse aussi en finlandais et en ukrainien. Il faut se
contenter de la langue commune », expose Pierre Lemelin, un Québécois
établi à Sudbury depuis 12 ans. <o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Même au café-tabagie Black Cat, qui offre toutes les
publications françaises imaginables <i>(d'Allô Police </i>au <i>Monde </i>en
passant par <i>La Presse </i>et les romans d'auteurs franco-ontariens), Diana
O'Donnell ne voit pas l'intérêt d'afficher en français. « Pourquoi? demande la
copropriétaire. On est dans un pays bilingue. C'est compris, c'est pas nécessaire
de le crier partout. Si un francophone s'adresse à moi avec un accent, je n'ai
qu'à lui parler en français. »<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"> « Les franco-ontariens
ne sont pas comme les Québécois, résume l'expatrié Éric Grenier, rencontré à la
station locale de Radio-Canada. Ils n'ont pas une mentalité de majoritaires.
Ils n'aiment pas sortir les drapeaux. Ils préfèrent se battre pour avoir des
événements culturels. Parce qu'ils ont une culture qui ne ressemble en rien à
ce qui se fait au Québec. Il leur manque seulement les outils pour la diffuser.
»</span><span style="font-size: 11pt;"><o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="line-height: 15.1pt; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-pagination: none; tab-stops: 3.1pt; text-align: justify; text-autospace: none;"><span style="font-size: 14.6667px;"><b><span style="color: #cc0000;">FOUILLER <i>L'UNDERGROUND</i></span></b></span></p><p class="MsoNormal" style="line-height: 15.1pt; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-pagination: none; tab-stops: 3.1pt; text-align: justify; text-autospace: none;"><b><span style="font-size: 11.0pt;"><i><br /></i></span></b></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Au café étudiant, le jeune Louis-Pierre Pichette confirme
que « le français est là ». « Il suffit de se faire une espèce
de cercle pour savoir où aller. Il faut trouver le noyau solidaire un peu <i>underground »</i>,
dit-il.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">« Le problème, avec nos gens, c'est qu'ils ne
sont pas assez curieux, tranche Mme O'Donnell. Ils croient encore que, pour
avoir accès à la culture, il faut aller à Montréal ou à Toronto. Ils n'ont pas
encore découvert que Sudbury n'est plus une ville de mineurs et qu'on y offre
beaucoup plus de produits français qu'avant. »<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Le Québec, pourtant, leur semble plus éloigné que
jamais. « A la bibliothèque municipale, les romans québécois sont classés
sous <i>Littérature étrangère</i><span style="mso-bidi-font-style: italic;"> »<i>,
</i></span>note Jean-François Nadeau, ancien professeur d'histoire de
l'Université Laurentienne.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Derrière sa porte couverte de slogans, le professeur
de droit Henri Pallard justifie la chose: <span style="mso-spacerun: yes;"> </span>« Le Québec nous a abandonnés et comme
rayés de la carte, dit-il. Les Québécois ont tout intérêt à voir le français
disparaître à l'extérieur d'eux, sinon leur argument en faveur de la séparation
ne tient pas. »<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><span style="mso-spacerun: yes;"> </span>« Avant, nous
étions la partie ontarienne du Canada français. Aujourd'hui, nous sommes la
partie française de l'Ontario », résume pour sa part le professeur Gaétan
Gervais.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Depuis, le Québec agace ou effraie les étudiants, dit-il.
« Les jeunes francophones écoutent tellement les nouvelles en anglais qu'ils
répètent en français ce que disent les anglophones. Ils pensent pareil. Ils
trouvent le Québec capricieux », note Paul de la Riva.<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;">Anne Lévesque, elle, a carrément renoncé à venir
étudier à Montréal. « Au secondaire, nos profs québécois passaient leur
temps à nous taper sur les doigts. Et puis les jeunes Québécois qu'on rencontre
rient sans arrêt de notre accent. Ça nous donne un sentiment d'infériorité»,
justifie la jeune femme…<o:p></o:p></span></p><p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"><br /></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-family: arial;"> « C'est
dommage, dit-elle. - Parce qu'à Sudbury, je parle encore moins français
qu'avant. Je bégaye autant. C'est triste parce que je me sens plus moi-même
quand je parle français. C'est plus ma vraie personne. »</span><span style="font-size: 11pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: justify; text-autospace: none; text-indent: 14.2pt;"><span style="font-size: 11.0pt;"><o:p> </o:p></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gNXcztrHubFj0xa-ejXe8LN2RkRUXnjsFMQCgOmnhyphenhyphenOdHWj5Cjcm1yEVkmaFNsyyXDMW53cCBg1qNhVSs9bcVnBHm7kIt9thUiXDWMjwfvDzc3lKZKdb08bukYqZl96K-K0O2Cc_3GI/s555/Fleur+de+lys+bi+27k.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="555" data-original-width="390" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gNXcztrHubFj0xa-ejXe8LN2RkRUXnjsFMQCgOmnhyphenhyphenOdHWj5Cjcm1yEVkmaFNsyyXDMW53cCBg1qNhVSs9bcVnBHm7kIt9thUiXDWMjwfvDzc3lKZKdb08bukYqZl96K-K0O2Cc_3GI/w141-h200/Fleur+de+lys+bi+27k.jpg" width="141" /></a></div><br /><p align="center" class="MsoNormal" style="margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 3.0pt; mso-layout-grid-align: none; mso-line-height-alt: 9.8pt; mso-pagination: none; text-align: center; text-autospace: none;"><br /></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0tag:blogger.com,1999:blog-2236184451623969544.post-8688448458453515512020-12-29T21:20:00.001-05:002022-09-11T21:38:31.936-04:00<p><span style="font-family: arial;"> </span></p><h1 align="center" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 6pt; text-align: center;"><span style="background: rgb(255, 255, 204); color: #c00000;"><span style="font-family: arial;">LA NOTION D’ÉNERGIE…<o:p></o:p></span></span></h1>
<h1 align="center" style="margin-top: 0cm; text-align: center;"><span style="background: rgb(255, 255, 204); color: #005400;"><span style="font-family: arial;">De Thalès à Prigogine en passant par Galilée<o:p></o:p></span></span></h1>
<p class="MsoNormal"><o:p><span style="font-family: arial;"> </span></o:p></p>
<p align="center" class="Paragraphe" style="text-align: center;"><span style="font-family: arial;"><b>Jean-Luc Dion</b><br />
Éléments divers d’une conférence…<o:p></o:p></span></p>
<p align="right" class="Paragraphe" style="text-align: right;"><span style="font-family: arial;">Septembre 2017<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Je tâcherai ici de faire une vulgarisation du concept
d'énergie, en faisant ressortir l'effet déterminant sur l'évolution humaine de
son utilisation, tout particulièrement le fait que l'exploitation actuelle des
sources d'énergie comme le pétrole amènera inévitablement à court terme une
catastrophe humanitaire s'il ne se produit pas une prise de conscience majeure
à court terme...<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Avec l’épuisement des ressources naturelles, l’explosion
démographique dans de nombreux pays, la dégradation et l’empoisonnement des sols,
des eaux et de l’air, la disparition accélérée de nombreuses espèces vivantes, <o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">B. WARD & R. DUBOS, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Nous n'avons qu'une Terre</i></b>.
Coll. Regards sur le Monde, Paris, Denoël, 1972<o:p></o:p></span></p>
<p class="Paragraphe" style="mso-list: l2 level1 lfo3; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;">Nous avons pris conscience assez récemment, et même un peu
tard sinon trop tard, que nous vivons sur une petite planète aux ressources
limitées et à l'équilibre fragile. Nous savons maintenant avec une grande
certitude que l’utilisation massive de sources d’énergie comme les combustibles
fossiles, pétrole, charbon, bois, gaz, bouleverse le climat sur la Terre. <br />
La fonte accélérée des glaciers et du pergélisol dans le Grand Nord, les
ouragans plus fréquents et dévastateurs, en sont les signes les plus
dramatiques. Il est aussi évident que la multiplication des nouvelles
techniques et des produits de consommation engendre une pollution et une
dégradation à l’échelle planétaire de tous les milieux de vie.<o:p></o:p></span></span></p>
<p class="Paragraphe" style="mso-list: l2 level1 lfo3; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;">On constate sans difficulté que ces graves problèmes se
rattachent à une fantastique augmentation de la consommation d’énergie,
principalement à partir de combustibles fossiles qui sont des ressources non
renouvelables. Une première question qui se pose immédiatement est :
est-il encore possible de freiner le réchauffement et les bouleversements
climatiques ? <o:p></o:p></span></span></p>
<p class="Paragraphe" style="mso-list: l2 level1 lfo3; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;">On peut ensuite se demander si le concept de
« développement durable » tel que décrit actuellement a du sens. On
entend parfois dire « Le défi actuel consiste à offrir un réel
développement durable à l'humanité, ce qui nécessite d'assurer à tous les
humains une qualité de vie suffisante où l'accès à l'eau, à la nourriture et à
l'énergie en constituent les fondements. »<o:p></o:p></span></span></p>
<p class="Paragraphe" style="mso-list: l2 level1 lfo3; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;">En effet, l’expression « développement durable »
est contradictoire si on l’entend dans le sens du développement ininterrompu de
la consommation des ressources terrestres non renouvelables telles que le
pétrole et la plupart des minerais dont nous tirons les métaux. Nous aurons
l’occasion de revenir à cette importante question quand nous aurons défini les
bases physiques du concept d’énergie.</span></span></p>
<h3 style="text-align: left;"><span style="color: #351c75; font-family: arial; font-size: medium;">Pourquoi Thalès ?</span></h3><p class="Chapitre"><span style="font-family: arial;"><o:p></o:p></span></p>
<p align="center" class="Paragraphe" style="text-align: center;"><span style="font-family: arial;"><span style="mso-spacerun: yes;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlSfq07vzz62kjq7k_XkcZ8uaVYXj4Sj6lPwFp8xil2WiOdwMVntqtfAXUeQdjcptQGj3d5_rWIoh24quekWQIcP6fVv0BhMQIrqGfqEzTN39r2w9ix9djpx8y_XaVB-jGverYtEKl8Dk/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="301" data-original-width="225" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlSfq07vzz62kjq7k_XkcZ8uaVYXj4Sj6lPwFp8xil2WiOdwMVntqtfAXUeQdjcptQGj3d5_rWIoh24quekWQIcP6fVv0BhMQIrqGfqEzTN39r2w9ix9djpx8y_XaVB-jGverYtEKl8Dk/" width="179" /></a><a href="https://explorable.com/greek-geometry">https://explorable.com/greek-geometry</a></span></div><span style="font-family: arial;"><o:p></o:p></span><p></p>
<p class="Paragraphe"><span style="font-family: arial;">Thalès, considéré comme le premier philosophe grec, serait
né vers 624 avant notre ère à Milet (près de Balat dans l'actuelle Turquie) et
décédé vers l’an -547. On connaît très peu de choses de Thalès. Son occupation
première était celle d'un marchand, mais aussi considéré comme un mathématicien
et un scientifique…<o:p></o:p></span></p><p class="Paragraphe"></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcdYqlLzv-qVLnpU3iG5MzXkOTjnXIkCVo2hTyqk7nQRqJEyrFZxJUnTc3HifFCBebWf-BRqWbESs9UGzOj-hoY-bTe8i7l0RqtYaFDxCM5kTXvIrTHtAGGgTaEOEypWXA1qwhkeJIMnE/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="193" data-original-width="220" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcdYqlLzv-qVLnpU3iG5MzXkOTjnXIkCVo2hTyqk7nQRqJEyrFZxJUnTc3HifFCBebWf-BRqWbESs9UGzOj-hoY-bTe8i7l0RqtYaFDxCM5kTXvIrTHtAGGgTaEOEypWXA1qwhkeJIMnE/" width="274" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXwyofz_fNPv-T6sJvrSulkqKyZNORdqwkIQDbayRFKIN79zhrf0MI4sxFgKW3ioWqSDGZ9fhn5zsbJogRuE3wJeCDkk5EfJy55OWBc1xrX8MzD9B61v6fF2LwdiLZKchINMPu4K1lDSE/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="217" data-original-width="220" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXwyofz_fNPv-T6sJvrSulkqKyZNORdqwkIQDbayRFKIN79zhrf0MI4sxFgKW3ioWqSDGZ9fhn5zsbJogRuE3wJeCDkk5EfJy55OWBc1xrX8MzD9B61v6fF2LwdiLZKchINMPu4K1lDSE/" width="243" /></a><br /><br /></span></div><span style="font-family: arial;"><br />Une autre légende, plus connue, concerne le voyage que
Thalès fit en Égypte. On raconte que le pharaon d'Égypte, devant la renommée de
Thalès, lui demanda une chose impossible. Il devait mesurer ce qu'aucun homme
n'avait pu mesurer depuis près de 2000 ans: la hauteur de la grande pyramide de
Gizeh. Devant ce défi de taille, Thalès se mit au travail. </span><p></p><p class="Paragraphe"><span style="font-family: arial;"><o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Certains racontent qu'il se servit d'un bâton, d'autres
disent qu'il se servit de sa propre taille. Quoiqu'il en soit, la méthode qu'il
utilise est ingénieuse. En comparant la mesure de l'ombre faite par sa taille
(ou par le bâton) avec celle de la pyramide, il pourra trouver la hauteur de la
pyramide. Le raisonnement est fort simple. Si l'ombre de la pyramide est 45
fois celle de sa taille (ou du bâton), alors la pyramide sera 45 fois plus
grande que sa taille (ou son bâton). Par ce raisonnement, Thalès ébranle le
monde grec. Alors que seuls nos sens (particulièrement le toucher) pouvaient
nous maintenir en contact avec le monde extérieur avec certitude, il démontre
que le raisonnement rend accessible ce qui était jusqu'alors
inaccessible. <o:p></o:p></span></p>
<p align="center" class="Paragraphe" style="text-align: center;"><span style="font-family: arial;"><span style="mso-fareast-language: FR-CA; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape
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<p class="Paragraphe"><span style="font-family: arial;">(…)<o:p></o:p></span></p><p class="Paragraphe"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2XxJd1Q4cJHr4wg0OKpfdfTFXyFz0_LXCC2fijltStn3e9nJjeilr7usRrXB5NoGE5O3fCa64aueWOiZqXINBW2jzRTjqH2sbBEqTjilNv_20Gv6gORy87bmwJMykebt0-WOreqvzpfM/" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: arial;"><img alt="" data-original-height="185" data-original-width="371" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2XxJd1Q4cJHr4wg0OKpfdfTFXyFz0_LXCC2fijltStn3e9nJjeilr7usRrXB5NoGE5O3fCa64aueWOiZqXINBW2jzRTjqH2sbBEqTjilNv_20Gv6gORy87bmwJMykebt0-WOreqvzpfM/w400-h200/image.png" width="400" /></span></a></div><h3 style="text-align: left;"><span style="color: #351c75; font-family: arial; font-size: medium;">Thalès le philosophe</span></h3><p></p>
<p class="Paragraphe"><span style="font-family: arial;">Il a été mentionné précédemment qu'en plus d'être
mathématicien et marchand, Thalès était un philosophe. En fait, la philosophie
de Thalès nous est parvenu par les écrits d'Aristote. Selon Aristote, Thalès
enseignait que "Tout est eau". Bien que cette philosophie nous
paraisse quelque peu simpliste, elle était révolutionnaire pour l'époque. En
effet, il ne faut pas oublier qu'à l'époque de Thalès, tous les phénomènes
étaient expliqués par la présence des dieux grecs. <b style="mso-bidi-font-weight: normal;">Il est donc un des premiers qui tente d'expliquer l'Univers sans
l'utilisation des dieux de l'Olympe.</b> <o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><a href="http://www.math.uqam.ca/~boileau/Explorations2012/Projets/HistoireMaths/thalesdemilet.html"><span style="font-size: 12pt; line-height: 115%; mso-bidi-font-size: 10.0pt;">http://www.math.uqam.ca/~boileau/Explorations2012/Projets/HistoireMaths/thalesdemilet.html</span></a>
<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><span style="background: rgb(236, 236, 236);">Thalès avait environ
quarante ans lors de l'éclipse du Soleil dont la prédiction lui a valu de
rester célèbre (585 av. J.-C.). Il possédait des connaissances en </span><span style="background: rgb(236, 236, 236); border: 1pt none windowtext; padding: 0cm;">astronomie</span><span style="background: rgb(236, 236, 236);"> assez positives et assez avancées pour faire
des prévisions rationnelles. Il habitait la cité ionienne de Milet, port et
centre d'un commerce étendu aux deux bassins de la Méditerranée : il a
vraisemblablement développé ses connaissances en relation avec les techniques
de l'orientation maritime. <o:p></o:p></span></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><span style="background: rgb(236, 236, 236);">(…)La cosmologie de Thalès
tire aussi sans doute son origine des civilisations qui ont grandi en bordure
des fleuves ou estuaires. Elle fait naître la Terre et toutes choses de la Mer.
Si cette cosmologie a mérité d'</span><a href="http://www.universalis.fr/encyclopedie/etre-philosophie/" title="ÊTRE, philosophie"><span style="background: rgb(236, 236, 236); border: 1pt none windowtext; color: #3f6ea1; font-size: 12pt; line-height: 115%; padding: 0cm;">être</span></a><span style="background: rgb(236, 236, 236);"> citée
par </span><a href="http://www.universalis.fr/encyclopedie/aristote/"><span style="background: rgb(236, 236, 236); border: 1pt none windowtext; color: #3f6ea1; font-size: 12pt; line-height: 115%; padding: 0cm;">Aristote</span></a><span style="background: rgb(236, 236, 236);">, et à sa suite par les manuels modernes, comme la
première parmi les philosophies, c'est parce qu'elle évacue le mythe. <o:p></o:p></span></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><span style="background: rgb(236, 236, 236);">Clémence RAMNOUX,
« </span><span class="rg"><b><span style="background: rgb(236, 236, 236); border: 1pt none windowtext; color: #252525; font-size: 12pt; line-height: 115%; padding: 0cm;">THALÈS DE
MILET </span></b></span><span class="rm"><span style="background: rgb(236, 236, 236); border: 1pt none windowtext; color: #252525; font-size: 12pt; line-height: 115%; padding: 0cm;">(-625
env.-env. -547)</span></span><span style="background: rgb(236, 236, 236);"> », </span><em><span style="background: rgb(236, 236, 236); border: 1pt none windowtext; color: #252525; font-size: 12pt; line-height: 115%; padding: 0cm;">Encyclopædia Universalis</span></em><span style="background: rgb(236, 236, 236);"> [en ligne], consulté le <span style="border: 1pt none windowtext; mso-border-alt: none windowtext 0cm; padding: 0cm;">24 août 2017</span>. </span><span lang="EN-CA" style="background: rgb(236, 236, 236); mso-ansi-language: EN-CA;">URL : </span><a href="http://www.universalis.fr/encyclopedie/thales-de-milet/"><span lang="EN-CA" style="background: rgb(236, 236, 236); border: 1pt none windowtext; font-size: 12pt; line-height: 115%; padding: 0cm;">http://www.universalis.fr/encyclopedie/thales-de-milet/</span></a><span lang="EN-CA" style="background: rgb(236, 236, 236); border: 1pt none windowtext; mso-ansi-language: EN-CA; mso-border-alt: none windowtext 0cm; padding: 0cm;"> </span><span lang="EN-CA" style="background: rgb(236, 236, 236); mso-ansi-language: EN-CA;"><o:p></o:p></span></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><span lang="EN-CA" style="font-size: 9pt; line-height: 115%; mso-ansi-language: EN-CA; mso-bidi-font-size: 10.0pt;"><a href="http://www.universalis.fr/encyclopedie/thales-de-milet/">http://www.universalis.fr/encyclopedie/thales-de-milet/</a></span></span></p>
<p class="MsoNormal" style="background: white;"><span style="color: #244061; font-size: 22.5pt;"><span style="font-family: arial;">Ératosthène <o:p></o:p></span></span></p>
<p align="center" class="MsoNormal" style="line-height: 150%; margin-left: 1cm; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRc1qCgtlH15OIvBiCffOELxw0DS5D69nPqS3PMX_QPLRDAiv5O11kaWV6N8gAs1z9U6nL8KmWLe3t4Z-Nn7w7kc7kfBH-RWXLWfdlG3hogdkWU8rfSbKosK92gEU2QJ23Dx_3IEiqgU/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="219" data-original-width="220" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRc1qCgtlH15OIvBiCffOELxw0DS5D69nPqS3PMX_QPLRDAiv5O11kaWV6N8gAs1z9U6nL8KmWLe3t4Z-Nn7w7kc7kfBH-RWXLWfdlG3hogdkWU8rfSbKosK92gEU2QJ23Dx_3IEiqgU/" width="241" /></a></div><p></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 1cm;"><span style="color: #222222;"><span style="font-family: arial;">Ératosthène est un astronome, géographe, philosophe et
mathématicien grec du IIIᵉ siècle av. J.- <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 1cm;"><span style="font-family: arial;"><span class="xdb"><b><span style="color: #222222; font-size: 11pt; line-height: 150%;">Date et lieu de naissance : </span></b></span><span class="xbe"><span style="color: #222222; font-size: 11pt; line-height: 150%;">276 av. J.-C., </span></span><span class="xbe"><span style="color: #222222; font-size: 11pt; line-height: 150%;">Cyrène, Libye</span></span><span style="color: #222222;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 1cm;"><span style="font-family: arial;"><span class="xdb"><b><span style="color: #222222; font-size: 11pt; line-height: 150%;">Date et lieu de décès : </span></b></span><span class="xbe"><span style="color: #222222; font-size: 11pt; line-height: 150%;">194 av. J.-C., </span></span><span class="xbe"><span style="color: #222222; font-size: 11pt; line-height: 150%;">Alexandrie, Égypte</span></span><span style="color: #222222;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 1cm;"><span style="font-family: arial;"><span class="xdb"><b><span style="color: #222222; font-size: 11pt; line-height: 150%;">Renommé pour : </span></b></span><span class="xbe"><span style="color: #222222; font-size: 11pt; line-height: 150%;">Première méthode de mesure de la circonférence de la
Terre; Crible d'Ératosthène.<o:p></o:p></span></span></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-left: 1cm;"><span style="font-family: arial;"><a href="https://fr.wikipedia.org/wiki/%C3%89ratosth%C3%A8ne">https://fr.wikipedia.org/wiki/%C3%89ratosth%C3%A8ne</a><span style="color: #222222;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-left: 1cm;"><span style="font-family: arial;"><span style="background: white; color: #222222; font-size: 10.5pt; line-height: 115%;">Germaine Aujac, <i>Ératosthène de Cyrène,
le pionnier de la géographie : sa mesure de la circonférence terrestre</i>,
Paris, 2001</span><span style="color: #222222;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-left: 1cm; text-align: justify;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"><o:p><span style="font-family: arial;"> </span></o:p></span><span style="background-color: white; color: #222222; font-family: arial; text-align: left;">On
attribue en général l'idée de la sphéricité de la Terre à l'école
pythagoricienne ou à Parménide dès le </span><span class="romain" style="background-color: white; font-family: arial; text-align: left;"><span style="color: #222222; font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal;">vi</span></span><sup style="background-color: white; font-family: arial; text-align: left;"><span style="color: #222222;">e</span></sup><span style="background-color: white; color: #222222; font-family: arial; text-align: left;"> siècle av. J.-C. La
Terre était déjà considérée comme sphérique par Platon (</span><span class="romain" style="background-color: white; font-family: arial; text-align: left;"><span style="color: #222222; font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal;">v</span></span><sup style="background-color: white; font-family: arial; text-align: left;"><span style="color: #222222;">e</span></sup><span style="background-color: white; color: #222222; font-family: arial; text-align: left;"> siècle av. J.-C.)
et par Aristote (</span><span class="romain" style="background-color: white; font-family: arial; text-align: left;"><span style="color: #222222; font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal;">iv</span></span><sup style="background-color: white; font-family: arial; text-align: left;"><span style="color: #222222;">e</span></sup><span style="background-color: white; color: #222222; font-family: arial; text-align: left;"> siècle av. J.-C.)</span><span style="background-color: white; font-family: arial; text-align: left;"><a href="https://fr.wikipedia.org/wiki/%C3%89ratosth%C3%A8ne#cite_note-12"><sup><span style="color: #0b0080;">12</span></sup></a></span><span style="background-color: white; color: #222222; font-family: arial; text-align: left;">. La plus ancienne mesure
de la circonférence de la Terre qui nous soit connue est rapportée par Aristote</span><span style="background-color: white; font-family: arial; text-align: left;"><a href="https://fr.wikipedia.org/wiki/%C3%89ratosth%C3%A8ne#cite_note-13"><sup><span style="color: #0b0080;">13</span></sup></a></span><span style="background-color: white; color: #222222; font-family: arial; text-align: left;"> et s'élève à <span class="nowrap">400 000 </span></span><span style="background-color: white; font-family: arial; text-align: left;"><a href="https://fr.wikipedia.org/wiki/Stade_(unit%C3%A9)" title="Stade (unité)"><span style="color: #0b0080;">stades</span></a></span><span style="background-color: white; color: #222222; font-family: arial; text-align: left;">(<span class="nowrap">~
60 000 km</span>)</span><span style="background-color: white; font-family: arial; text-align: left;"><a href="https://fr.wikipedia.org/wiki/%C3%89ratosth%C3%A8ne#cite_note-Discword-14"><sup><span style="color: #0b0080;">14</span></sup></a></span><span style="background-color: white; color: #222222; font-family: arial; text-align: left;">.</span></p>
<p style="background: white; margin-bottom: 6.0pt; margin-left: 1.0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 1cm;"><span style="color: #222222;"><span style="font-family: arial;">La
méthode utilisée par Ératosthène est décrite par Cléomède dans sa <i>Théorie
circulaire des corps célestes</i>.<o:p></o:p></span></span></p>
<p style="background: white; margin-bottom: 6.0pt; margin-left: 1.0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 1cm;"><span style="font-family: arial;"><span style="color: #222222;">Ératosthène
déduisit la circonférence de la </span><span style="color: black; mso-color-alt: windowtext;"><a href="https://fr.wikipedia.org/wiki/Terre" title="Terre"><span style="color: #0b0080;">Terre</span></a></span><span style="color: #222222;"> (ou méridien terrestre)
d'une manière purement géométrique. Il compara l'observation qu'il fit sur
l'ombre de deux objets situés en deux lieux, Syène (aujourd'hui Assouan)
et Alexandrie, considérés comme étant sur le même méridien, le 21 juin (solstice d'été)
au midi solaire local. C'est à ce moment précis de l'année que dans </span><span style="color: #244061;">l'</span><span style="color: black; mso-color-alt: windowtext;"><a href="https://fr.wikipedia.org/wiki/H%C3%A9misph%C3%A8re_nord" title="Hémisphère nord"><span style="color: #244061;">hémisphère nord</span></a></span><span style="color: #222222;"> le Soleil détient la
plus haute position au-dessus de l'horizon<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-left: 1cm;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"><o:p><span style="font-family: arial;"> </span></o:p></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><o:p><span style="font-family: arial;"> </span></o:p></span></b><span class="rg" style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span style="border: 1pt none windowtext; color: #17365d; font-size: 20pt; padding: 0cm;">GALILÉE</span></b></span><span class="rg" style="font-family: arial;"><span style="border: 1pt none windowtext; color: #17365d; font-size: 20pt; padding: 0cm;"> (Galileo Galilei)</span></span></p>
<p class="Paragraphe"><span style="font-family: arial;">« Galilée, né à Pise en 1564 et mort à Arcetri, près
de Florence, le 8 janvier 1642, était un mathématicien, géomètre, physicien et
astronome italien du XVIIᵉ siècle.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Particulièrement célèbre pour avoir soutenu que la Terre
tournait autour du Soleil, ce qui lui a valu un conflit avec la papauté… »<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Galilée est contemporain de Giordano Bruno :<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">« Sensible aux découvertes de l'astronome <a href="https://www.herodote.net/histoire/evenement.php?jour=15430524"><span style="color: #403152; mso-themecolor: accent4; mso-themeshade: 128;">Nicolas
Copernic</span></a>, publiées en 1543, Giordano Bruno imagine un univers infini
dont Dieu serait l'âme. Il conçoit une pluralité de mondes analogues au nôtre
dans un univers qui n'aurait pas été créé mais aurait existé de toute éternité.
Cette philosophie panthéiste inspirera Spinoza au siècle suivant... En
attendant, elle s'oppose de front à la théologie chrétienne… »<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Le 17 février 1600, le philosophe Giordano Bruno est brûlé
vif à Rome, sur le <em><span style="color: #403152;">Campo dei
Fiori</span></em>, après avoir passé huit ans dans les geôles de l'Inquisition.
Avant de le faire mourir, ses bourreaux ont soin de lui arracher la langue pour
l'empêcher de proférer des <em><span style="color: #403152;">« paroles
affreuses »</span></em>.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Toutefois, la véracité de cette exécution est fortement
contestée…<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 35.45pt;"><span style="font-family: arial;"><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;">»»» S’il est un exemple frappant de la
témérité avec laquelle, parfois, les historiens et les érudits acceptent
des <b>faits douteux</b> sur des <b>témoignages suspects</b>,
c’est la manière dont s’est formée la croyance à la mort tragique de Giordano
Bruno. À dire vrai, cette croyance est née un peu <b>tard</b> ; en
effet, si, comme on le croit vulgairement, le célèbre philosophe a péri à Rome
sur un bûcher, son supplice aurait eu lieu en 1600 ; or l’histoire de
cette <b>mort tragique (dont personne ne semble avoir entendu parler à
cette époque)</b> n’apparaît dans la seconde moitié du dix-septième siècle
qu’à l’état de <b>récit incertain et invérifiable</b></span><a name="a"></a><a href="file:///E:/DOCUMENTS%203/POLITIQUE%20ET%20SOCIAL/HISTOIRE/La%20l%C3%A9gende%20tragique%20de%20Giordano%20Bruno.htm#note1"><sup><span style="background: rgb(255, 255, 204); font-size: 13.5pt;">1</span></sup></a><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;">. Puis voici qu’en 1701
elle prend de la consistance, à l’occasion de la publicité donnée par les <i>Actes
littéraires</i> à un document qui pourrait bien être apocryphe. (C’est une
lettre attribuée à Gaspard Schopp, lettre dont nous discuterons plus loin
l’authenticité.) Toutefois ce document, et l’histoire du supplice de Bruno qui
s’y trouve racontée tout au long, rencontrèrent encore des incrédules. Sans
parler d’un érudit <i>Hagmius</i> ou <i>Haym</i>, qui dans un
ouvrage sur <i>les livres rares de l’Italie</i>, rapporte que Bruno
n’aurait été brûlé... qu’en effigie, un critique d’une autorité
incontestable, <b>Bayle</b> déclare en 1702</span><a name="b"></a><a href="file:///E:/DOCUMENTS%203/POLITIQUE%20ET%20SOCIAL/HISTOIRE/La%20l%C3%A9gende%20tragique%20de%20Giordano%20Bruno.htm#note2"><sup><span style="background: rgb(255, 255, 204); font-size: 13.5pt;">2</span></sup></a><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;"> que le récit
donné sur la foi de Gaspard Schopp a bien l’air d’une <b>fausseté</b></span><a name="c"></a><a href="file:///E:/DOCUMENTS%203/POLITIQUE%20ET%20SOCIAL/HISTOIRE/La%20l%C3%A9gende%20tragique%20de%20Giordano%20Bruno.htm#note3"><sup><span style="background: rgb(255, 255, 204); font-size: 13.5pt;">3</span></sup></a><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;">. Le dictionnaire de
Moréri, comme celui de Bayle, ne parle du supplice de Bruno que sous toutes
réserves</span><a name="d"></a><a href="file:///E:/DOCUMENTS%203/POLITIQUE%20ET%20SOCIAL/HISTOIRE/La%20l%C3%A9gende%20tragique%20de%20Giordano%20Bruno.htm#note4"><sup><span style="background: rgb(255, 255, 204); font-size: 13.5pt;">4</span></sup></a><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;">. <b>Comment ce
qui était douteux au temps de Bayle est-il devenu aujourd’hui l’objet d’une
croyance universelle ?</b> Serait-ce que l’on aurait découvert un
document nouveau pour éclairer la question ? En aucune façon. On a sans
doute fait beaucoup de recherches ; on a trouvé des documents sur la vie
de Bruno, sur sa captivité à Venise</span><a name="e"></a><a href="file:///E:/DOCUMENTS%203/POLITIQUE%20ET%20SOCIAL/HISTOIRE/La%20l%C3%A9gende%20tragique%20de%20Giordano%20Bruno.htm#note5"><sup><span style="background: rgb(255, 255, 204); font-size: 13.5pt;">5</span></sup></a><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;">, que nous ne songeons
pas à contester ; mais en fait de témoignages sur son prétendu supplice,
on n’a trouvé absolument rien de nouveau ; <b>on est toujours réduit
à la lettre qui porte le nom de Gaspard Schopp</b></span><a name="f"></a><a href="file:///E:/DOCUMENTS%203/POLITIQUE%20ET%20SOCIAL/HISTOIRE/La%20l%C3%A9gende%20tragique%20de%20Giordano%20Bruno.htm#note6"><sup><span style="background: rgb(255, 255, 204); font-size: 13.5pt;">6</span></sup></a><span style="background: rgb(255, 255, 204); color: black; font-size: 13.5pt;">.(…)<o:p></o:p></span></span></p>
<p align="center" style="background: rgb(255, 255, 204); margin: 0cm; text-align: center;"><span style="font-family: arial;"><span style="color: #339933; font-size: 24pt;">La légende tragique de Giordano Bruno</span><span style="color: black; font-size: 13.5pt;"><o:p></o:p></span></span></p>
<p align="center" class="MsoNormal" style="margin-left: 35.45pt; text-align: center;"><span style="font-family: arial;">COMMENT
ELLE A ÉTÉ FORMÉE, SON ORIGINE SUSPECTE,<br />
SON INVRAISEMBLANCE<o:p></o:p></span></p>
<p align="center" style="background: rgb(255, 255, 204); margin: 0cm; text-align: center;"><span style="color: black; font-size: 13.5pt;"><span style="font-family: arial;">Par <b>Théophile DESDOUITS<o:p></o:p></b></span></span></p>
<p align="center" style="background: rgb(255, 255, 204); margin: 0cm; text-align: center;"><span style="font-family: arial;"><span style="color: black; mso-color-alt: windowtext;"><span style="font-size: 13.5pt;"><a href="http://www.biblisem.net/etudes/desdbrun.htm">http://www.biblisem.net/etudes/desdbrun.htm</a></span></span></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><a href="http://www.upscale.utoronto.ca/PVB/Harrison/Flash/Chaos/ThreeBody/ThreeBody.html"><span style="font-size: 10pt; line-height: 115%;">www.upscale.utoronto.ca/PVB/Harrison/Flash/Chaos/ThreeBody/ThreeBody.html</span></a><span style="font-size: 10pt; line-height: 115%;"> <o:p></o:p></span></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><o:p><span style="font-family: arial;"> </span></o:p></span></b></p>
<h1 style="background: rgb(236, 236, 236); margin-top: 0cm;"><span style="font-family: arial;"><span class="rg"><span style="border: 1pt none windowtext; color: #17365d; font-size: 20pt; padding: 0cm;">PRIGOGINE, </span></span><span class="pc"><span style="border: 1pt none windowtext; color: #17365d; font-size: 16pt; padding: 0cm; text-transform: uppercase;">ILYA<span style="mso-spacerun: yes;"> </span></span></span><span class="titresub"><span style="border: 1pt none windowtext; color: #17365d; font-size: 16pt; padding: 0cm;">(1917-2003)</span></span><span style="color: #17365d; font-size: 20pt;"><o:p></o:p></span></span></h1>
<p align="center" class="MsoNormal" style="background: rgb(236, 236, 236); margin-bottom: 12pt; text-align: center;"><span style="font-family: arial;"><span style="color: #252525; font-size: 14pt;"><!--[if gte vml 1]><v:shape id="Picture_x0020_2" o:spid="_x0000_i1025"
type="#_x0000_t75" alt="http://www.eranos.org/content/bilder/tagungen/1991/1991_08_565.jpg"
style='width:150pt;height:204pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image007.jpg"
o:title="1991_08_565"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://www.eranos.org/content/bilder/tagungen/1991/1991_08_565.jpg" border="0" height="272" src="file:///C:/Users/jldio/AppData/Local/Temp/msohtmlclip1/01/clip_image008.jpg" v:shapes="Picture_x0020_2" width="200" /><!--[endif]--></span><span style="color: #252525; font-size: 14pt;"><o:p></o:p></span></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Ilya <a name="i_24708"></a><a name="i_88290"></a><a name="i_99772"></a><a name="i_10554"></a>Prigogine, physicien, chimiste et
philosophe belge a reçu le prix Nobel de chimie en 1977 pour ses contributions
à la thermodynamique des processus irréversibles et spécialement à la théorie
des <em><span style="border: 1pt none windowtext; color: #252525; font-size: 11.5pt; line-height: 115%; padding: 0cm;">structures dissipatives</span></em>. Il a en particulier montré
que quand la <a href="http://www.universalis.fr/encyclopedie/matiere/"><span style="border: 1pt none windowtext; color: #3f6ea1; font-size: 11.5pt; line-height: 115%; padding: 0cm;">matière</span></a> s'éloigne de son état d'équilibre, celle-ci
peut s'organiser d'elle-même. De tels phénomènes se manifestent aussi bien en
en physique qu'en biologie ou dans les fluctuations climatiques. Apparaissent
alors des configurations nouvelles qui semblent contredire l'accroissement
perpétuel d'<a href="http://www.universalis.fr/encyclopedie/entropie/"><span style="border: 1pt none windowtext; color: #3f6ea1; font-size: 11.5pt; line-height: 115%; padding: 0cm;">entropie</span></a> que prédit la thermodynamique. Il a pu
être montré que cet « ordre né du chaos » se paie par une dépense
d'énergie fournie par le monde extérieur, mais ces systèmes ouverts, à toutes
les échelles, jouent un rôle important dans la structuration des formes de la
nature. (…)<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><span style="mso-tab-count: 1;"> </span><a href="http://www.universalis.fr/encyclopedie/ilya-prigogine/"><span style="font-size: 11.5pt; line-height: 115%;">http://www.universalis.fr/encyclopedie/ilya-prigogine/</span></a>
<o:p></o:p></span></p>
<p class="Paragraphe"><o:p><span style="font-family: arial;"> </span></o:p><span style="color: #632423; font-family: arial; text-indent: -18pt;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span></span><!--[endif]--><span lang="FR" style="color: #632423; font-family: arial; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128; text-indent: -18pt;">La physique (du </span><a href="http://fr.wikipedia.org/wiki/Grec_ancien" style="font-family: arial; text-indent: -18pt;"><span lang="FR" style="color: #632423; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128;">grec</span></a><span lang="FR" style="color: #632423; font-family: arial; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128; text-indent: -18pt;"> φυσική / <i>phusikê</i> dérivé de <i>phusis</i>
signifiant nature) est éthymologiquement la science de la Nature.<span style="mso-spacerun: yes;"> </span></span></p><p class="Paragraphe" style="margin-left: 36pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="font-family: arial;"><span lang="FR" style="color: #632423; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128;">
L’énergie :<span style="mso-spacerun: yes;"> </span>un objet fondamental de la
physique</span><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;"><o:p></o:p></span></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span lang="FR" style="color: #632423; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128;">La physique décrit de façon
quantitative et conceptuelle les phénomène fondamentaux de l'univers.</span><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;"><o:p></o:p></span></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span lang="FR" style="color: #632423; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128;">C'est une science qui
développe des théories en utilisant les mathématiques pour décrire et prévoir
l'évolution d'un système.</span><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;"><o:p></o:p></span></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span lang="FR" style="color: #632423; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128;">Elle est fondée sur des
hypothèses vérifiables.</span><span style="color: #632423; mso-themecolor: accent2; mso-themeshade: 128;"><o:p></o:p></span></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: #632423;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span lang="FR" style="color: #632423; mso-ansi-language: FR; mso-themecolor: accent2; mso-themeshade: 128;">Ces hypothèses doivent être
vérifiables par des mesures et des expériences reproductibles. </span></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><b>Thermodynamique</b>. La <b>thermodynamique</b> correspond
à une branche de la physique qui étudie le comportement thermique des corps,
plus exactement les mouvements de chaleur. De façon plus générale, la <b>thermodynamique</b> s'intéresse
à l'étude de l'énergie (en particulier l'énergie interne) et de ses
transformations.</span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><!--[endif]-->Nous
avons pris conscience assez récemment, et même un peu tard sinon trop tard, que
nous vivons sur une petite planète aux ressources limitées et à l'équilibre
fragile. Nous savons maintenant avec une grande certitude que l’utilisation
massive de combustibles fossiles, pétrole, charbon, bois, gaz, bouleverse le
climat sur la Terre. La fonte accélérée des glaciers et du pergélisol dans le
Grand Nord, les ouragans plus fréquents et dévastateurs, en sont les signes les
plus dramatiques. Il est aussi évident que la multiplication des nouvelles
techniques et des produits de consommation engendre une pollution et une
dégradation à l’échelle planétaire de tous les milieux de vie.<o:p></o:p></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><!--[endif]-->On
constate sans difficulté que ces graves problèmes se rattachent à une
fantastique augmentation de la consommation d’énergie, principalement à partir
de combustibles fossiles qui sont des ressources non renouvelables. Une
première question qui se pose immédiatement est : est-il encore possible
de freiner le réchauffement et les bouleversements climatiques ? <o:p></o:p></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><!--[endif]-->On
peut ensuite se demander si le concept de « développement durable » a
du sens. On entend parfois dire « Le défi actuel consiste à offrir un réel
développement durable à l'humanité, ce qui nécessite d'assurer à tous les
humains une qualité de vie suffisante où l'accès à l'eau, à la nourriture et à
l'énergie en constituent les fondements. »<o:p></o:p></span></p>
<p class="Paragraphe" style="margin-left: 36pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="mso-list: Ignore;"><span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><!--[endif]-->En
effet, l’expression « développement durable » est contradictoire si
on l’entend dans le sens du développement ininterrompu de la consommation des
ressources terrestres non renouvelables telles que le pétrole et la plupart des
minerais dont nous tirons les métaux. Nous aurons l’occasion de revenir à cette
importante question quand nous aurons défini les bases physiques du concept
d’énergie.<o:p></o:p></span></p>
<p style="background: white; margin-bottom: 18.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18pt 18pt; vertical-align: baseline;"><span style="color: #943634; font-size: 13.5pt;"><span style="font-family: arial;">« …la
majorité des propriétaires de véhicules verts ne regrettent pas leur choix. D’ailleurs,
84 % des personnes qui possèdent un véhicule électrique ou hybride opteront
pour une auto 100 % électrique lors de leur prochain achat, révèle un sondage
de l’Association des véhicules électriques du Québec (AVEQ).<o:p></o:p></span></span></p>
<p style="background: white; margin-bottom: 18.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18pt 18pt; vertical-align: baseline;"><span style="color: #943634; font-size: 13.5pt;"><span style="font-family: arial;">De leur
côté, 39 % des Québécois qui sont propriétaires d’une auto conventionnelle,
interrogés par l’Observatoire de la consommation responsable du Québec pour les
besoins d’une enquête, ont répondu qu’ils envisagent l’achat d’un véhicule vert
lorsqu’il leur faudra remplacer leur auto.<o:p></o:p></span></span></p>
<p style="background: white; margin-bottom: 18.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18pt 18pt; vertical-align: baseline;"><span style="color: #943634; font-size: 13.5pt;"><span style="font-family: arial;">Même si
l’engouement pour les véhicules électriques se confirme, les consommateurs
optent plutôt pour de gros moteurs à essence au moment de concrétiser leur
achat. Preuve en est qu’au Québec, en 2016, il s’est vendu 168 000 véhicules
utilitaires sport (VUS) comparativement à 5 100 véhicules verts. Quant aux
camionnettes, il s’en est écoulé 65 000 ! »<o:p></o:p></span></span></p>
<p style="background: white; margin-bottom: 18.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18pt 18pt; vertical-align: baseline;"><span style="color: black; font-size: 13.5pt;"><span style="font-family: arial;"><span style="mso-tab-count: 1;"> </span>PROTÉGEZ-VOUS,
septembre 2017<o:p></o:p></span></span></p>
<h1><span style="color: #403152; mso-themecolor: accent4; mso-themeshade: 128;"><span style="font-family: arial;">Le
gaz naturel ne serait pas une énergie de transition viable<o:p></o:p></span></span></h1>
<h2><span style="color: #403152; mso-themecolor: accent4; mso-themeshade: 128;"><span style="font-family: arial;">Un
expert du GIEC se prononce contre l’utilisation de cette ressource promue par
le gouvernement Couillard<o:p></o:p></span></span></h2>
<p class="MsoNormal"><span style="font-family: arial;"><span class="specscontent">Le Devoir, 6 septembre 2017 </span><span class="splitter"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">|</span></span><a href="http://www.ledevoir.com/auteur/alexandre-shields">Alexandre Shields</a><span class="specscontent"> </span><o:p></o:p></span></p>
<p style="margin-left: 21.3pt;"><span style="font-family: arial;">Il est faux
de prétendre que le gaz naturel peut être utilisé comme énergie de transition pour
lutter contre les changements climatiques. C’est ce qu’affirme le scientifique
Damon Matthews, qui a contribué à la rédaction des deux plus récents rapports
du Groupe d’experts intergouvernemental sur l’évolution du climat (GIEC). Le
gouvernement Couillard en fait pourtant la promotion, en plus d’y consacrer des
millions de dollars de fonds publics.<o:p></o:p></span></p>
<p style="margin-left: 21.3pt;"><span style="font-family: arial;"><em><span style="mso-spacerun: yes;"> </span>« On peut débattre du fait que le gaz
naturel est un peu mieux que d’autres carburants. Mais le fait est qu’il s’agit
d’une source d’énergie fossile. Et lorsque nous bâtissons une nouvelle
infrastructure pour y recourir, elle aura une durée de vie d’au moins 30 ou
40 ans. Donc, nous investissons dans une source d’énergie qui émettra du
CO2 et d’autres gaz à effet de serre pour au moins 30 ou 40 ans »</em>, a-t-il souligné mardi, en marge d’un point de presse organisé
par des organismes de recherche et des groupes environnementaux.<o:p></o:p></span></p>
<p class="Chapitre"><span style="font-family: arial;"><a href="https://en.wikipedia.org/wiki/Athabasca_oil_sands#Steam-assisted_gravity_drainage">https://en.wikipedia.org/wiki/Athabasca_oil_sands#Steam-assisted_gravity_drainage</a>
<o:p></o:p></span></p>
<h1 style="line-height: 25.5pt; margin-top: 0cm;"><span style="color: #632423; font-size: 16pt;"><span style="font-family: arial;">La centrale thermique de Bécancour
pourrait reprendre du service<o:p></o:p></span></span></h1>
<p class="Paragraphe"><span style="font-family: arial;"><a href="http://affaires.lapresse.ca/economie/energie-et-ressources/201505/08/01-4868209-la-centrale-thermique-de-becancour-pourrait-reprendre-du-service.php"><span style="font-size: 11pt; line-height: 115%; mso-bidi-font-size: 10.0pt;">http://affaires.lapresse.ca/economie/energie-et-ressources/201505/08/01-4868209-la-centrale-thermique-de-becancour-pourrait-reprendre-du-service.php</span></a><span style="font-size: 11pt; line-height: 115%; mso-bidi-font-size: 10.0pt;"> <o:p></o:p></span></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span style="color: #943634; mso-themecolor: accent2; mso-themeshade: 191;">Depuis 2008,
Hydro-Québec a versé près de 1,5 milliard de dollars</span></b> à la société albertaine
en guise de dédommagement pour la suspension des livraisons d'électricité.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Estimant toutefois que des besoins énergétiques se feront
sentir à compter de 2018, Hydro-Québec Distribution a décidé de conclure des
protocoles d'ententes avec TransCanada (<a href="http://affaires.lapresse.ca/bourse/details-cote/?sym=T.TRP"><span style="color: #0574ac; font-size: 11.5pt; line-height: 115%;">T.TRP</span></a>) et Gaz Métro.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">(…)<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Dans des documents déposés auprès de la Régie de l'énergie
- qui doit donner son feu vert aux ententes - <b style="mso-bidi-font-weight: normal;"><span style="color: #943634; mso-themecolor: accent2; mso-themeshade: 191;">il
est prévu qu'Hydro-Québec Distribution verse au total 389 millions à
TransCanada et Gaz Métro.</span></b><o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;">Si la société d'État
devait ne pas avoir recours à la centrale de Bécancour, elle serait obligée
d'effectuer les paiements prévus.</b> Ce scénario est toutefois peu probable,
selon M. Pouliot.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">«Les besoins en puissance sont très élevés pour les
prochaines années, a-t-il dit. L'augmentation des besoins est estimée à 0,9%
par année jusqu'en 2023, ce qui donne 3000 MW de plus par rapport à l'hiver
2013-2014.»<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Il n'a pas été possible de connaître tous les détails des
ententes avec TransCanada et Gaz Métro puisque certains montants qui se
trouvent dans la documentation ont été <b style="mso-bidi-font-weight: normal;"><span style="color: #943634; mso-themecolor: accent2; mso-themeshade: 191;">caviardés</span></b>.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">La société d'État demande entre autres à la Régie de
l'énergie d'amender l'entente d'une durée de 20 ans conclue avec l'entreprise
albertaine en 2003.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">«Le distributeur pourra notamment compter sur des
livraisons d'électricité garantie de la centrale <b style="mso-bidi-font-weight: normal;">durant un maximum de 300 heures par hiver</b> et pour un maximum de
deux appels par jour», peut-on lire dans un document.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Les documents déposés auprès du tribunal administratif
soulignent que l'entente doit entrer en vigueur le 1er juin 2016 pour
s'échelonner jusqu'en 2036, soit 10 ans de plus par rapport à l'entente
initiale conclue en 2003.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">«<b style="mso-bidi-font-weight: normal;"><span style="color: #c00000;">Après 2026</span></b>, il n'y a toutefois plus de coûts
pour la suspension des livraisons de la centrale de Bécancour, a souligné M.
Pouliot. La portion pour l'utilisation sur toute l'année prend fin tel que
prévu.»<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">En raison des surplus générés, les livraisons de cette
centrale située dans le Centre-du-Québec, dont la puissance est estimée à 570
mégawatts (MW), avaient été suspendues depuis 2008.<o:p></o:p></span></p>
<p class="Paragraphe"><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000;"><span style="font-family: arial;">Jusqu'en 2014, Hydro-Québec versait environ 150 millions
par année à TransCanada en guise de dédommagement pour la suspension des
livraisons d'électricité.<o:p></o:p></span></span></b></p>
<p class="Paragraphe"><span style="font-family: arial;">«Depuis le 27 mai 2014, la Régie a approuvé des amendements
(...) qui permettent à Hydro-Québec Distribution d'obtenir une diminution
annuelle (des coûts) oscillant entre 13 et 14 millions», a rappelé M. Pouliot.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">Par ailleurs, Hydro-Québec dit s'être entendue avec Gaz
Métro afin d'approvisionner la centrale de Bécancour en gaz naurel liquéfié
GNL, ce qui, à son avis, devrait générer des économies.<o:p></o:p></span></p>
<p class="Paragraphe"><span style="font-family: arial;">En échange, le distributeur de gaz naturel s'est engagé à
construire un réservoir de GNL ainsi qu'une unité de vaporisation à proximité
de la centrale de TransCanada.<o:p></o:p></span></p>
<p class="Chapitre"><o:p><span style="font-family: arial;"> (...)</span></o:p></p><p class="Chapitre"><b>À COMPLÉTER...</b></p>Jean-Luc Dionhttp://www.blogger.com/profile/17235815921249597098noreply@blogger.com0